## Looking for: How many tiles will he need for the wall? Each carpet tile measures 50 cm by 50 cm. How many carpet tiles will he need for the floor? A silver necklace has a mass of grams, correct to the nearest gram.

Each of these measurements was made correct to one decimal place. Write the maximum and minimum possible measurement in each case. Each side of a regular octagon has a length of A girl has a pencil that is of length 12 cm, measured to the nearest centimetre. Her pencil case has a diagonal of length Explain why it might not be possible for her to fit the pen in the pencil case.

A square has sides of length 7 cm, correct to the nearest centimetre. It is made out of rubber with a density of 1. D What is the volume of the bar of chocolate?

Draw a circle using this radius. You must show all construction lines. B P A 2 Use ruler and compasses to construct the perpendicular to the line segment CD that passes through the point P. A B C 2 The diagram below shows the plan of a park.

One is labelled TR and the other TV. A man walks in the park so that he is always the same distance from both paths. Using ruler and compasses show exactly where the man can walk. Shade the set of points inside the rectangle which are both more than 4 centimetres from the point D and more than 1 centimetre from the line AB.

B A Transmitter A broadcasts signals which can be heard up to 3 km from A. Transmitter B broadcasts signals which can be heard up to 6 km from B. Shade in the area in which radio signals can be heard from both transmitters. Sarah rolls a ball from point C. At any point on its path the ball is the same distance from point A and point B. In a competition for radio-controlled ducks, participants have to steer their ducksso that: its path between AB and CD is a straight line this path is always the same distance from A as from B a On the map, draw the path the ducks should take.

D This is the part of the lake which is less than 30 m from point E. C is another school. Complete the scale drawing below. Mark with a cross the position of C. He throws a dice times. He scores one, times. Is the dice fair? Explain your answer Two possible answer s: No, you would expect t o scor e 1 about t imes. Yes, alt hough you would expect 1 about t imes, you could st ill get it t imes. The probability that the biased coin will land on a tail is 0.

Work out an estimate for the number of times the coin will land on a tail. Work out an estimate for the number of times the dice will land on a six. Work out an estimate for the number of times the dice will land on a three. The table shows her results. Score Frequency 1 15 2 17 3 10 4 24 5 18 6 16 a She throws the dice once more. Find an estimate for the probability that she will get a four.

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Response boxes need t o be mor e specif ic eg once a week, t wice a week. You should include some response boxes. How many t imes do you visit t his r est aur ant per mont h? Give your answer as a normal or ordinary number. Each tomato seed weighs the same. Give your answer in standard form, correct to 2 significant figures. In , he sold cars. Work out the percentage increase in the number of cars sold. In September , the number of pupils attending MathsWatch College was Work out the percentage decrease in the number of pupils attending MathsWatch College.

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Calculate the normal price of the car. After one year, the bank paid him interest. Tess is wrong. What is its equation? B is the point 1, 6. C is the point 0, A -1, 2 Find the equation of the line which passes through C and is parallel to AB.

N A ship, S, is 1. Calculate the size of the angle marked x. Appleby is 9. Brompton is 7. N Denton Egleby is Calculate the distance between Froncham and Egleby. Ar ea scale f act or The volume of prism A is cm3. The total surface area of prism B is cm2. Linear scale f act or The total surface area of shape P is cm2. The total surface area of shape Q is cm2.

Volume scale f act or. Calculate the volume of shape Q. PA and PB are tangents to the circle. Angle at centre is twice angle on circumference. A b Work out the size of angle APB. Yes You must explain your answer. Therefore BD is a diameter. The age of the youngest employee is 16 years. The age of the oldest employee is 55 years. The median age is 37 years. The lower quartile age is 29 years. The upper quartile age is 43 years. Our live tutors are well trained to solve these questions for you.

They will not only help with your math homework but also your math fundamental learning. We help students all over the world all the time. It’s no doubt that our AI teacher would always been working. Meanwhile, our tutors from more than 30 countries take turns to cover each hour in any time zone. No matter where you are, there are always tutors waiting to help you.

Detailed steps and clear explanations will help you learn how to solve the math problems instead of just solving it for you. Besides, Gauthmath provides fundamental methods in its original maths learning short videos. For multiple choice questions, Gauthmath explains every choice. Some function expressions can be very hard to understand unless you draw the graphs properly.

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Work out how many white chocolates are in the box. In a bracelet, the ratio of silver beads to gold beads is 5 : 2. S G The bracelet has 25 silver beads.

Matbswatch make mortar you mix 1 shovel of cement with 5 shovels of sand. How much sand do you download winzip 64 bit free to mathswatch free download for pc 30 shovels of mortar? In which country were the glasses the cheapest, and by how much? Show all your working. He can pay either 86 Swiss Francs or 56 Euros. Work out the cost of 1 kg of carrots.

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Pattern 1 Pattern 2 Pattern 3 a Draw pattern 4 in the space, below. Explain why. A B 2 BCD is a triangle. Base angles of an isosceles triangle are equal. Diagram NOT accurately drawn All the sides of the shape are equal in length.

The p in the diagram is equilateral. Angle y is made up of the angle in the square and the angle in the equilateral triangle.

Decagon b Work out the size of an exterior angle mqthswatch of an interior angle for this polygon. Work out the number of sides of the regular polygon.

The circular garden mathswatch free download for pc a diameter of 10 m. The rectangular pond measures dwonload m by 6 m. Take to be 3. The table also has a circular base with diameter 30 cm.

The diameter of mathswztch semi-circle is 13 cm. Rectangle area: The length of the rectangle is 17 cm. Fkr be 3. Kyle cycles metres. The diameter of the semi-circle is 12 cm. The length of the rectangle is 15 cm. T Reflection in the x axis. Midpoint at 2, 1. Midpoint at 4. Midpoint at The coordinates of A are -2, 4. The coordinates of A are 2, 5. Q 3 The diagram shows the sketch of triangle PQR.

Mathswatch free download for pc a On the grid below, draw the mathswatch free download for pc elevation of the prism from the direction marked by the arrow. Two other vertices will meet at the downloar dot, A. Mark them with As. One other vertex will mathswatch free download for pc at the dot B. Mark it with Fres. Rotational symmetry order 5 S Rotational symmetry order 2 3 The diagram below, shows part of нажмите чтобы прочитать больше shape.

P The shape has rotational symmetry of order 4 about point P. Complete the shape. There are other answers for these two questions. She hands out a questionnaire with the question How much time do you spend on your homework?

A lot Not much a Write down two things that are wrong with this question No mention of time. They mean different things to different people. You should include response boxes. How much time do you spend on homework per night? Less than 15 mins Between 15 and 30 mins More than 30 mins 2 Tony wants to know which type of programme pupils in his class like watching on TV.

WebMathswatch MathsWatch. WebAug 30,  · How to Download MathsWatch GCSE () PC Software for FREENot Yet Rated. How to Download MathsWatch GCSE () PC Software for FREE. DM me on . WebJul 05,  · The Mathswatch exam covers algebra, geometry, multiplication, division, and more. There are several ways to prepare for the Mathswatch exam. 1. Read through .

Free tutors and AI teacher provide answers and detailed explanation to your math questions. Each question is reviewed by a math expert before it is sent out. If you are not satisfied with the answer, feel free to change tutors. Simply take a snap of any math question with your mobile device, Gauthmath can interpret and solve it within seconds! As the most powerful AI math calculator, Gauthmath has the ability to provide the most meticulous step-by-step explanation for both printed and handwritten problems on-demand.

Word problems can be tough for other math solvers. But this is never a problem for Gauthmath. Our live tutors are well trained to solve these questions for you. They will not only help with your math homework but also your math fundamental learning.

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Besides, Gauthmath provides fundamental methods in its original maths learning short videos. For multiple choice questions, Gauthmath explains every choice.

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Most Popular. New Releases. Desktop Enhancements. Networking Software. Software Coupons. Developer’s Description By MathsWatch. If your school subscribes to the online MathsWatch resources and you have an iPad, then this is the App you need. Your usual login details will be required. Full Specifications. What’s new in version 1. Release June 11, Date Added June 11, Version 1. Operating Systems. Operating Systems iOS. Region Frequency Angle Draw a pie chart to illustrate the information.

Numbers from her table have been rubbed out Diagram by mistake. There is a positive correlation Another student has a mark of 18 in Science. Yours will depend on your line of best fit. Maths 2 The table below shows the average daily number of hours sleep of 10 children. A negative correlation. My answer is The frequency table below shows the times taken by the pupils to solve the puzzle. Here are their marks: 64 72 39 45 49 67 73 50 73 44 55 77 51 62 64 79 39, 44, 45, 49, 50, 51, 55, 62, 64, 64, 67, 72, 73, 73, 77, 79 Draw a stem and leaf diagram to show this information.

Here are their heights in cm: , , , , , , , , , , , , , Draw a stem and leaf diagram to show this information. A counter is taken from the bag at random. A pair of socks is taken from the drawer at random. A teacher chooses a student at random from the class. Eric says that the probability a boy will be chosen is 0. Jenny says that Eric is wrong. Jenny is correct. Decide who is correct – Eric or Jenny – giving reasons for your answer. The probability of choosing a boy is 12 27 4 Spinner A has numbers 1 to 4 on it.

Spinner B has numbers 1 to 3 on it. Some of the options are more likely to be on the menu than others. The table shows the options available on any day, together with three of the probabilities. Sausages 0. Her favourite types are Novel, Drama, Biography and Romance. The table shows the probability that Julie chooses a particular type of book.

What percentage of the trees in his i Mat hs VAT is charged at a rate of He intends to pay by cash. He now weighs 4. Find the value of m and the value of n. Find the value of x and the value of y. The small glass holds 0. How many of the small glasses will he need?

Work out an estimate for the value of a 10 4. Give your answer in its simplest form. Write down two possible pairs of values that satisfy this inequality. She arrived home at 11 50 d Complete the travel graph. Give your answer in kilometres per hour.

Find the size of the diagonal of the doorway. Give your answer to 1 decimal place. A B 2 Find the length of side QR 5. The beaker has a diameter of 8cm and a height of 17cm. The All workings must be shown. Calculate the shortest distance between P and Q. Give your answer correct to 1 decimal place. Calculate the shortest distance between A and B. It has no top. The outside of the tank, including the base, 2m has to be painted. Calculate the surface area which will be painted.

The outside of the tank, including the base, has to be painted. A litre of paint will cover an area of 4. Surface area to be painted: How much will it cost to paint the tank? Give your answer correct to 2 significant figures. Each tile measures 16 cm by 10 cm. How many tiles will he need for the wall? Each carpet tile measures 50 cm by 50 cm.

How many carpet tiles will he need for the floor? A silver necklace has a mass of grams, correct to the nearest gram. Each of these measurements was made correct to one decimal place. Write the maximum and minimum possible measurement in each case. Each side of a regular octagon has a length of A girl has a pencil that is of length 12 cm, measured to the nearest centimetre. Her pencil case has a diagonal of length Explain why it might not be possible for her to fit the pen in the pencil case.

A square has sides of length 7 cm, correct to the nearest centimetre. It is made out of rubber with a density of 1. D What is the volume of the bar of chocolate? Draw a circle using this radius. You must show all construction lines. B P A 2 Use ruler and compasses to construct the perpendicular to the line segment CD that passes through the point P. A B C 2 The diagram below shows the plan of a park.

One is labelled TR and the other TV. A man walks in the park so that he is always the same distance from both paths. Using ruler and compasses show exactly where the man can walk.

Shade the set of points inside the rectangle which are both more than 4 centimetres from the point D and more than 1 centimetre from the line AB. B A Transmitter A broadcasts signals which can be heard up to 3 km from A. Transmitter B broadcasts signals which can be heard up to 6 km from B. Shade in the area in which radio signals can be heard from both transmitters. Sarah rolls a ball from point C. At any point on its path the ball is the same distance from point A and point B.

In a competition for radio-controlled ducks, participants have to steer their ducksso that: its path between AB and CD is a straight line this path is always the same distance from A as from B a On the map, draw the path the ducks should take. D This is the part of the lake which is less than 30 m from point E. C is another school. Complete the scale drawing below. Mark with a cross the position of C. He throws a dice times. He scores one, times.

Is the dice fair? Explain your answer Two possible answer s: No, you would expect t o scor e 1 about t imes. Yes, alt hough you would expect 1 about t imes, you could st ill get it t imes. The probability that the biased coin will land on a tail is 0. Work out an estimate for the number of times the coin will land on a tail. Work out an estimate for the number of times the dice will land on a six. Work out an estimate for the number of times the dice will land on a three. The table shows her results.

Score Frequency 1 15 2 17 3 10 4 24 5 18 6 16 a She throws the dice once more. Find an estimate for the probability that she will get a four. The results are displayed in a table. A questionnaire is designed and two of the questions used are shown below. The questions are not suitable. For each question, write down a reason why.

Quest ion needs a t ime f r ame eg per day, per week. He wants to find out what customers think of these changes. Some function expressions can be very hard to understand unless you draw the graphs properly.

Gauthmath provides clear graphs to help you learn how to draw and how to solve function problems. Download Gauthmath for Free Free tutors and AI teacher provide answers and detailed explanation to your math questions. Word Problems Word problems can be tough for other math solvers.

Check Examples. Step by Step Detailed steps and clear explanations will help you learn how to solve the math problems instead of just solving it for you. Graph and Function Some function expressions can be very hard to understand unless you draw the graphs properly. We use cookies and other technologies to improve your experience on our websites. By clicking “Accept”, you agree to let us use third-party cookies for analytics purposes.

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If your school subscribes to the online MathsWatch resources and you have an iPad, then this is the App you need. Your usual login details will be required. Full Specifications. What’s new in version 1. Release June 11, Work out the total length of this shape. How much does he pay? Work out the cost of 9 of these DVDs. John takes 27 boxes out of his van. The weight of each box is Work out the total weight of the 27 boxes.

Work out the total amount she paid. Elliott goes shopping. He buys 0. Brian hires a car for 3 days. Match together cards with equivalent ratios: 10 : 5 50 : 15 : 20 15 : 6 4. The ratio of girls to boys in a class is 4 : 5. A model of a plane is made using a scale of 1 : 5. A box of chocolates has 3 milk chocolates for every 2 white chocolates. There are 60 chocolates in the box. Work out how many white chocolates are in the box. In a bracelet, the ratio of silver beads to gold beads is 5 : 2. S G The bracelet has 25 silver beads.

To make mortar you mix 1 shovel of cement with 5 shovels of sand. How much sand do you need to make 30 shovels of mortar? In which country were the glasses the cheapest, and by how much? Show all your working. He can pay either 86 Swiss Francs or 56 Euros. Work out the cost of 1 kg of carrots. The total cost of 3 kg of bananas and 1. Work out the cost of 1 kg of pears.

Write down the first 5 terms and the 10th term of the following sequences: eg. Find the nth term of the following sequences: 0 a 5, 10, 15, Here are some patterns made from sticks. Pattern 1 Pattern 2 Pattern 3 a Draw pattern 4 in the space, below.. Explain why. A B 2 BCD is a triangle.

Base angles of an isosceles triangle are equal. Diagram NOT accurately drawn All the sides of the shape are equal in length. The triangle in the diagram is equilateral. Angle y is made up of the angle in the square and the angle in the equilateral triangle. Decagon b Work out the size of an exterior angle and of an interior angle for this polygon.

Work out the number of sides of the regular polygon. The circular garden has a diameter of 10 m. The rectangular pond measures 8 m by 6 m. Take to be 3. The table also has a circular base with diameter 30 cm. The diameter of the semi-circle is 13 cm. Rectangle area: The length of the rectangle is 17 cm.

Let be 3. Kyle cycles metres. The diameter of the semi-circle is 12 cm. The length of the rectangle is 15 cm. T Reflection in the x axis. Midpoint at 2, 1. Midpoint at 4. Midpoint at The coordinates of A are -2, 4. The coordinates of A are 2, 5. Q 3 The diagram shows the sketch of triangle PQR.

Front a On the grid below, draw the front elevation of the prism from the direction marked by the arrow. Two other vertices will meet at the the dot, A. Mark them with As. One other vertex will meet at the dot B. Mark it with B. Rotational symmetry order 5 S Rotational symmetry order 2 3 The diagram below, shows part of a shape. P The shape has rotational symmetry of order 4 about point P.

Complete the shape. There are other answers for these two questions. She hands out a questionnaire with the question How much time do you spend on your homework? A lot Not much a Write down two things that are wrong with this question No mention of time.

They mean different things to different people. You should include response boxes. How much time do you spend on homework per night? Less than 15 mins Between 15 and 30 mins More than 30 mins 2 Tony wants to know which type of programme pupils in his class like watching on TV.

Design a suitable data collection sheet he could use to gather the information. Here are their answers. Billy has been carrying out a survey. He asked people the type of water they like to drink still, sparkling or both. The two-way table shows some information about these students. The table shows the results. City Frequency Angle Draw a pie chart to illustrate the information. Region Frequency Angle Draw a pie chart to illustrate the information.

Numbers from her table have been rubbed out Diagram by mistake. There is a positive correlation Another student has a mark of 18 in Science. Yours will depend on your line of best fit. Maths 2 The table below shows the average daily number of hours sleep of 10 children. A negative correlation.

My answer is The frequency table below shows the times taken by the pupils to solve the puzzle. Here are their marks: 64 72 39 45 49 67 73 50 73 44 55 77 51 62 64 79 39, 44, 45, 49, 50, 51, 55, 62, 64, 64, 67, 72, 73, 73, 77, 79 Draw a stem and leaf diagram to show this information.

Here are their heights in cm: , , , , , , , , , , , , , Draw a stem and leaf diagram to show this information. A counter is taken from the bag at random.

A pair of socks is taken from the drawer at random. A teacher chooses a student at random from the class. Eric says that the probability a boy will be chosen is 0. Jenny says that Eric is wrong. Jenny is correct. Decide who is correct – Eric or Jenny – giving reasons for your answer. The probability of choosing a boy is 12 27 4 Spinner A has numbers 1 to 4 on it. Spinner B has numbers 1 to 3 on it. Some of the options are more likely to be on the menu than others. The table shows the options available on any day, together with three of the probabilities.

Sausages 0. Her favourite types are Novel, Drama, Biography and Romance. The table shows the probability that Julie chooses a particular type of book. What percentage of the trees in his i Mat hs VAT is charged at a rate of He intends to pay by cash. He now weighs 4.

Find the value of m and the value of n. Find the value of x and the value of y. The small glass holds 0. How many of the small glasses will he need? Work out an estimate for the value of a 10 4. Give your answer in its simplest form. Write down two possible pairs of values that satisfy this inequality. She arrived home at 11 50 d Complete the travel graph. Give your answer in kilometres per hour. Find the size of the diagonal of the doorway.

Give your answer to 1 decimal place. A B 2 Find the length of side QR 5. The beaker has a diameter of 8cm and a height of 17cm. The All workings must be shown. Calculate the shortest distance between P and Q. Give your answer correct to 1 decimal place. Calculate the shortest distance between A and B. It has no top. The outside of the tank, including the base, 2m has to be painted. Calculate the surface area which will be painted.

The outside of the tank, including the base, has to be painted. A litre of paint will cover an area of 4. Surface area to be painted: How much will it cost to paint the tank? Give your answer correct to 2 significant figures. Each tile measures 16 cm by 10 cm. How many tiles will he need for the wall? Each carpet tile measures 50 cm by 50 cm. How many carpet tiles will he need for the floor? A silver necklace has a mass of grams, correct to the nearest gram.

Each of these measurements was made correct to one decimal place. Write the maximum and minimum possible measurement in each case. Each side of a regular octagon has a length of A girl has a pencil that is of length 12 cm, measured to the nearest centimetre. Her pencil case has a diagonal of length Explain why it might not be possible for her to fit the pen in the pencil case.

A square has sides of length 7 cm, correct to the nearest centimetre. It is made out of rubber with a density of 1. D What is the volume of the bar of chocolate?

Draw a circle using this radius. You must show all construction lines. B P A 2 Use ruler and compasses to construct the perpendicular to the line segment CD that passes through the point P. A B C 2 The diagram below shows the plan of a park. One is labelled TR and the other TV. A man walks in the park so that he is always the same distance from both paths.

Using ruler and compasses show exactly where the man can walk. Shade the set of points inside the rectangle which are both more than 4 centimetres from the point D and more than 1 centimetre from the line AB. B A Transmitter A broadcasts signals which can be heard up to 3 km from A. Transmitter B broadcasts signals which can be heard up to 6 km from B. Shade in the area in which radio signals can be heard from both transmitters.

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Mat hs VAT is charged at a rate of He intends to pay by cash. He now weighs 4. Find the value of m and the value of n. Find the value of x and the value of y. The small glass holds 0. How many of the small glasses will he need? Work out an estimate for the value of a 10 4. Give your answer in its simplest form. Write down two possible pairs of values that satisfy this inequality. She arrived home at 11 50 d Complete the travel graph. Give your answer in kilometres per hour. Find the size of the diagonal of the doorway.

Give your answer to 1 decimal place. A B 2 Find the length of side QR 5. The beaker has a diameter of 8cm and a height of 17cm. The All workings must be shown. Calculate the shortest distance between P and Q.

Give your answer correct to 1 decimal place. Calculate the shortest distance between A and B. It has no top. The outside of the tank, including the base, 2m has to be painted. Calculate the surface area which will be painted. The outside of the tank, including the base, has to be painted. A litre of paint will cover an area of 4. Surface area to be painted: How much will it cost to paint the tank?

Give your answer correct to 2 significant figures. Each tile measures 16 cm by 10 cm. How many tiles will he need for the wall?

Each carpet tile measures 50 cm by 50 cm. How many carpet tiles will he need for the floor? A silver necklace has a mass of grams, correct to the nearest gram. Each of these measurements was made correct to one decimal place. Write the maximum and minimum possible measurement in each case. Each side of a regular octagon has a length of A girl has a pencil that is of length 12 cm, measured to the nearest centimetre.

Her pencil case has a diagonal of length Explain why it might not be possible for her to fit the pen in the pencil case. A square has sides of length 7 cm, correct to the nearest centimetre. It is made out of rubber with a density of 1. D What is the volume of the bar of chocolate? Draw a circle using this radius. You must show all construction lines. B P A 2 Use ruler and compasses to construct the perpendicular to the line segment CD that passes through the point P.

A B C 2 The diagram below shows the plan of a park. One is labelled TR and the other TV. A man walks in the park so that he is always the same distance from both paths. Using ruler and compasses show exactly where the man can walk. Shade the set of points inside the rectangle which are both more than 4 centimetres from the point D and more than 1 centimetre from the line AB.

B A Transmitter A broadcasts signals which can be heard up to 3 km from A. Transmitter B broadcasts signals which can be heard up to 6 km from B. Shade in the area in which radio signals can be heard from both transmitters. Sarah rolls a ball from point C. At any point on its path the ball is the same distance from point A and point B. In a competition for radio-controlled ducks, participants have to steer their ducksso that: its path between AB and CD is a straight line this path is always the same distance from A as from B a On the map, draw the path the ducks should take.

D This is the part of the lake which is less than 30 m from point E. C is another school. Complete the scale drawing below. Mark with a cross the position of C.

He throws a dice times. He scores one, times. Is the dice fair? Explain your answer Two possible answer s: No, you would expect t o scor e 1 about t imes. Yes, alt hough you would expect 1 about t imes, you could st ill get it t imes. The probability that the biased coin will land on a tail is 0. Work out an estimate for the number of times the coin will land on a tail. Work out an estimate for the number of times the dice will land on a six. Work out an estimate for the number of times the dice will land on a three.

The table shows her results. Score Frequency 1 15 2 17 3 10 4 24 5 18 6 16 a She throws the dice once more. Find an estimate for the probability that she will get a four.

The results are displayed in a table. A questionnaire is designed and two of the questions used are shown below. The questions are not suitable. For each question, write down a reason why. Quest ion needs a t ime f r ame eg per day, per week. He wants to find out what customers think of these changes.

He uses this question on a questionnaire. Ther e is no negat ive or neut r al r esponse box. This is another question on the questionnaire.

Quest ion needs a t ime f r ame eg per week, per mont h. Response boxes need t o be mor e specif ic eg once a week, t wice a week. You should include some response boxes. How many t imes do you visit t his r est aur ant per mont h? Give your answer as a normal or ordinary number. Each tomato seed weighs the same. Give your answer in standard form, correct to 2 significant figures. In , he sold cars. Work out the percentage increase in the number of cars sold.

In September , the number of pupils attending MathsWatch College was Work out the percentage decrease in the number of pupils attending MathsWatch College. After one year, the bank paid her interest. What is his percentage profit? Give your answer to 2 significant figures. Work out the percentage profit or loss she made on each of these items. Calculate the amount in his account after 2 years. The bank pays compound interest of 3.

Calculate the amount Sarah has in her account after 4 years. How much will Mary have in her account after 5 years? How much interest does she earn in 3 years? How much is the car worth after 3 years?

Calculate the normal price of the car. If you are not satisfied with the answer, feel free to change tutors. Simply take a snap of any math question with your mobile device, Gauthmath can interpret and solve it within seconds!

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Беккеру удалось увернуться в последнее мгновение. Убийца шагнул к. Беккер поднялся над безжизненным телом девушки. Шаги приближались.

Соши пожала плечами. – Открыть. Ну и ну, – ужаснулась.  – Шестьсот сорок семь ссылок на уран, плутоний и атомные бомбы. Похоже, это то, что нам .

Work out the cost of 1 kg of carrots. The total cost of 3 kg of bananas and 1. Work out the cost of 1 kg of pears. Write down the first 5 terms and the 10th term of the following sequences: eg. Find the nth term of the following sequences: 0 a 5, 10, 15, Here are some patterns made from sticks. Pattern 1 Pattern 2 Pattern 3 a Draw pattern 4 in the space, below..

Explain why. A B 2 BCD is a triangle. Base angles of an isosceles triangle are equal. Diagram NOT accurately drawn All the sides of the shape are equal in length. The triangle in the diagram is equilateral. Angle y is made up of the angle in the square and the angle in the equilateral triangle.

Decagon b Work out the size of an exterior angle and of an interior angle for this polygon. Work out the number of sides of the regular polygon. The circular garden has a diameter of 10 m. The rectangular pond measures 8 m by 6 m. Take to be 3. The table also has a circular base with diameter 30 cm. The diameter of the semi-circle is 13 cm. Rectangle area: The length of the rectangle is 17 cm.

Let be 3. Kyle cycles metres. The diameter of the semi-circle is 12 cm. The length of the rectangle is 15 cm. T Reflection in the x axis. Midpoint at 2, 1. Midpoint at 4. Midpoint at The coordinates of A are -2, 4. The coordinates of A are 2, 5. Q 3 The diagram shows the sketch of triangle PQR. Front a On the grid below, draw the front elevation of the prism from the direction marked by the arrow. Two other vertices will meet at the the dot, A. Mark them with As. One other vertex will meet at the dot B.

Mark it with B. Rotational symmetry order 5 S Rotational symmetry order 2 3 The diagram below, shows part of a shape. P The shape has rotational symmetry of order 4 about point P.

Complete the shape. There are other answers for these two questions. She hands out a questionnaire with the question How much time do you spend on your homework? A lot Not much a Write down two things that are wrong with this question No mention of time.

They mean different things to different people. You should include response boxes. How much time do you spend on homework per night? Less than 15 mins Between 15 and 30 mins More than 30 mins 2 Tony wants to know which type of programme pupils in his class like watching on TV. Design a suitable data collection sheet he could use to gather the information. Here are their answers.

Billy has been carrying out a survey. He asked people the type of water they like to drink still, sparkling or both. The two-way table shows some information about these students. The table shows the results. City Frequency Angle Draw a pie chart to illustrate the information. Region Frequency Angle Draw a pie chart to illustrate the information. Numbers from her table have been rubbed out Diagram by mistake. There is a positive correlation Another student has a mark of 18 in Science.

Yours will depend on your line of best fit. Maths 2 The table below shows the average daily number of hours sleep of 10 children. A negative correlation. My answer is The frequency table below shows the times taken by the pupils to solve the puzzle. Here are their marks: 64 72 39 45 49 67 73 50 73 44 55 77 51 62 64 79 39, 44, 45, 49, 50, 51, 55, 62, 64, 64, 67, 72, 73, 73, 77, 79 Draw a stem and leaf diagram to show this information.

Here are their heights in cm: , , , , , , , , , , , , , Draw a stem and leaf diagram to show this information. A counter is taken from the bag at random. A pair of socks is taken from the drawer at random. A teacher chooses a student at random from the class. Eric says that the probability a boy will be chosen is 0.

Jenny says that Eric is wrong. Jenny is correct. Decide who is correct – Eric or Jenny – giving reasons for your answer. The probability of choosing a boy is 12 27 4 Spinner A has numbers 1 to 4 on it.

Spinner B has numbers 1 to 3 on it. Some of the options are more likely to be on the menu than others. The table shows the options available on any day, together with three of the probabilities. Sausages 0. Her favourite types are Novel, Drama, Biography and Romance.

The table shows the probability that Julie chooses a particular type of book. What percentage of the trees in his i Mat hs VAT is charged at a rate of He intends to pay by cash. He now weighs 4. Find the value of m and the value of n. Find the value of x and the value of y.

The small glass holds 0. How many of the small glasses will he need? Work out an estimate for the value of a 10 4. Give your answer in its simplest form. Write down two possible pairs of values that satisfy this inequality.

She arrived home at 11 50 d Complete the travel graph. Give your answer in kilometres per hour. Find the size of the diagonal of the doorway. Give your answer to 1 decimal place. A B 2 Find the length of side QR 5. The beaker has a diameter of 8cm and a height of 17cm. The All workings must be shown.

Calculate the shortest distance between P and Q. Give your answer correct to 1 decimal place. Calculate the shortest distance between A and B. It has no top. The outside of the tank, including the base, 2m has to be painted. Calculate the surface area which will be painted. The outside of the tank, including the base, has to be painted.

A litre of paint will cover an area of 4. Surface area to be painted: How much will it cost to paint the tank? Give your answer correct to 2 significant figures. Each tile measures 16 cm by 10 cm. How many tiles will he need for the wall?

Each carpet tile measures 50 cm by 50 cm. How many carpet tiles will he need for the floor? A silver necklace has a mass of grams, correct to the nearest gram.

Each of these measurements was made correct to one decimal place. Write the maximum and minimum possible measurement in each case. Each side of a regular octagon has a length of A girl has a pencil that is of length 12 cm, measured to the nearest centimetre.

Her pencil case has a diagonal of length Explain why it might not be possible for her to fit the pen in the pencil case. A square has sides of length 7 cm, correct to the nearest centimetre. It is made out of rubber with a density of 1. D What is the volume of the bar of chocolate? Draw a circle using this radius. You must show all construction lines. B P A 2 Use ruler and compasses to construct the perpendicular to the line segment CD that passes through the point P.

A B C 2 The diagram below shows the plan of a park. One is labelled TR and the other TV. A man walks in the park so that he is always the same distance from both paths. Using ruler and compasses show exactly where the man can walk. Shade the set of points inside the rectangle which are both more than 4 centimetres from the point D and more than 1 centimetre from the line AB. B A Transmitter A broadcasts signals which can be heard up to 3 km from A.

Transmitter B broadcasts signals which can be heard up to 6 km from B. Shade in the area in which radio signals can be heard from both transmitters. Sarah rolls a ball from point C. At any point on its path the ball is the same distance from point A and point B. In a competition for radio-controlled ducks, participants have to steer their ducksso that: its path between AB and CD is a straight line this path is always the same distance from A as from B a On the map, draw the path the ducks should take.

D This is the part of the lake which is less than 30 m from point E. C is another school. Complete the scale drawing below. Mark with a cross the position of C. He throws a dice times. He scores one, times. Is the dice fair? Explain your answer Two possible answer s: No, you would expect t o scor e 1 about t imes. Yes, alt hough you would expect 1 about t imes, you could st ill get it t imes. The probability that the biased coin will land on a tail is 0.

Work out an estimate for the number of times the coin will land on a tail. Work out an estimate for the number of times the dice will land on a six.

Work out an estimate for the number of times the dice will land on a three. The table shows her results. Score Frequency 1 15 2 17 3 10 4 24 5 18 6 16 a She throws the dice once more.

Find an estimate for the probability that she will get a four. The results are displayed in a table. A questionnaire is designed and two of the questions used are shown below. The questions are not suitable. For each question, write down a reason why.

But this is never a problem for Gauthmath. Our live tutors are well trained to solve these questions for you. They will not only help with your math homework but also your math fundamental learning. We help students all over the world all the time. It’s no doubt that our AI teacher would always been working.

Meanwhile, our tutors from more than 30 countries take turns to cover each hour in any time zone. No matter where you are, there are always tutors waiting to help you. Detailed steps and clear explanations will help you learn how to solve the math problems instead of just solving it for you. Besides, Gauthmath provides fundamental methods in its original maths learning short videos.

For multiple choice questions, Gauthmath explains every choice. Some function expressions can be very hard to understand unless you draw the graphs properly. Gauthmath provides clear graphs to help you learn how to draw and how to solve function problems. Download Gauthmath for Free Free tutors and AI teacher provide answers and detailed explanation to your math questions. Word Problems Word problems can be tough for other math solvers. Check Examples.