Neston High School Mathematics Faculty Homework Booklet

Transcription

1 Neston High School Mathematics Faculty Homework Booklet Year 11 Sets 4, 5, 6 Scheme: Foundation

2 Homework Sheet 1 Week Commencing 11 th December : Reflect the shape in the given mirror line. C11: The table below is to be used to draw the graph of y = x Complete the y values in the table. 2: Rotate the shape 90 o clockwise around the given point. 12: Match the graph to the correct equation. 3: Give the scale factor and centre of enlargement. 13: Describe the difference between a square and a rectangle. 4: Describe the translation from shape A to shape B. C14: Find the area of a parallelogram with a base of 7cm and a perpendicular height of 9 cm. 5: Find the LCM of 40 and 45. C15: Two angles in a triangle are 53 o and 79 o. Find the size of the third angle. 6: Simplify x 4 x 2 C16: Find the sum of the angles in a pentagon. 7: Write in standard form. 17: List the possible outcomes from flipping a coin. 8: Calculate giving your answer in standard form. 18: The sample space shows the result of flipping a coin and rolling a die. Write down the probability of getting a tail and a 3. 9: Round to the nearest hundred. 19: The Venn diagram shows pupils who study Maths or Science A- Level. Find the probability that a pupil studies both. 10: List the first 15 square numbers 20: The tree diagram shows the result of taking two counters from a bag. Write down the probability that both counters are black. Mark: Effort:

3 Exam Question Homework: Reflection and Rotation

4 Homework Sheet 2 Week Commencing 18 th December : Reflect the shape in the given mirror line C11: The table below is to be used to draw the graph of y = x 3 2x. Complete the y values in the table. 2: Rotate the shape 90 o anticlockwise around the given point. 12: Match the graph to the correct equation. 3: Enlarge the shape using the given scale factor and centre. 13: A rhombus and a square both have all 4 sides the same length. Describe another property that is common to both a rhombus and a square, other than having 4 sides or 4 angles. 4: Translate the triangle using vector ( 1 2 ) C14: Find the area of a triangle with a base of 8 cm and a height of 6 cm. 5: Find the HCF of 56 and 42. C15: Three of the angles in a quadrilateral are 62 o, 107 o and 87 o. Find the size of the 4 th angle. 6: Simplify x 4 x 2 C16: Find the sum of the angles in a hexagon. 7: Write in standard form. 17: List the possible outcomes from rolling a die. 8: Calculate giving your answer in standard form. 18: The sample space shows the result of flipping a coin and rolling a die. Write down the probability of getting a tail and an odd number. 9: Round to the nearest thousand. 19: The Venn diagram shows pupils who study Maths or Science A- Level. Find the probability that a pupil studies neither. 10: List the first 10 prime numbers. 20: The tree diagram shows the result of taking two counters from a bag. Write down the probability that both counters are white. Mark: Effort:

5 Exam Question Homework: Enlargement and Translation (a) Enlarge the shaded shape by a scale factor of 3. ) (b) How many times bigger is the area of the enlarged shape than the area of the small shape? Answer... (2) (Total 4 marks)

6 Homework Sheet 3 Week Commencing 8 th January : Reflect the shape in the given mirror line 11: The table below is to be used to draw the graph of y = 2x 2 1. Complete the y values in the table. 2: Rotate the shape 180 o around the given point. 12: Match the graph to the correct equation. 3: Give the scale factor and centre of enlargement. 13: A parallelogram has no lines of symmetry. Give the name of another quadrilateral with no lines of symmetry. 4: Describe the translation from shape A to shape C. C14: Find the area of a trapezium with parallel sides of 3cm and 9 cm, and perpendicular height 5 cm. 5: Write 84 as a product of prime factors. C15: An isosceles triangle has two angles of 47 o. Find the size of the third angle. 6: Simplify (x 4 ) 2 C16: Find the sum of the angles in a heptagon. 7: Write in standard form. 17: List the possible outcomes from flipping two coins. 8: Calculate giving your answer in standard form. 18: The sample space shows the result of flipping a coin and rolling a die. Write down the probability of getting a head and a square number. 9: Round to the nearest ten. 19: The Venn diagram shows pupils who study Maths or Science A- Level. Find the probability that a pupil only studies Maths. 10: Write down all the factors of 40 20: The tree diagram shows the result of taking two counters from a bag. Write down the probability that both counters are not black. Mark: Effort:

7 Exam Question Homework: Factors and Primes

8 Homework Sheet 4 Week Commencing 15 th January : Reflect the shape in the given mirror line 11: The table below is to be used to draw the graph of y + x = 3. Complete the y values in the table. 2: Write down the number of degrees that the shape has been rotated. 12: Match the graph to the correct equation. 3: Enlarge the shape using the given scale factor and centre. 13: A quadrilateral has only one pair of parallel lines. Give the name of this quadrilateral. 4: Translate the triangle using vector ( 1 2 ) C14: Find the area of the shape below 5: Find the LCM of 84 and 90. C15: A quadrilateral has two angles of 107 o. The other two angles are the same size. Work out the size of the other angles. 6: Simplify p 4 p 2 C16: Find the sum of the angles in an octagon. 7: Write 3400 in standard form. 17: A menu has soup or salad for starter; beef, chicken and vegetarian for main course, and ice-cream or cake for dessert. Work out how many meal combinations you can have. 8: Calculate giving your answer in standard form. 18: A fair spinner has the numbers 1, 2, and 3. The spinner is spun twice and the scores added together. The sample space shows the result. Write down the probability of getting an even total. 9: Round to the nearest million. 19: The Venn diagram shows pupils who study Maths or Science A- Level. Find the probability that a pupil only studies Science 10: Write the first 5 cube numbers. 20: The tree diagram shows the result of taking two counters from a bag. Write down the probability that both counters are different. Mark: Effort:

9 Exam Question Homework: Indices (a) Work out Give your answer as a power of 7. Answer... (1) (b) Work out Give your answer as a whole number. Answer... (1) (a) Simplify (i) y 7 y 2 Answer... (1) (ii) y 7 y 2 Answer... (1) (iii) (y 7 ) 2 Answer... (1) (b) (i) If y = 1 which answer in part (a) is positive? Answer... (1) (ii) If y = 0.5 which answer in part (a) has the greatest value? Answer... (1) (a) Simplify m 3 m 5 Answer... (1) (b) Simplify Answer... (1) (c) Simplify fully... Answer... (2)

10 Homework Sheet 5 Week Commencing 22 nd January : Reflect the shape in the given mirror line 11: The table below is to be used to draw the graph of y = x Complete the y values in the table. 2: Write down the number of degrees and direction the shape has been rotated. 12: Match the graph to the correct equation. 3: Give the scale factor and centre of enlargement. 13: Describe the unique property of an arrowhead. 4: Describe the translation from shape A to shape D. C14: Find the area of a parallelogram with a base of 1.2 m and a height of 45 cm. State the units of your answer. 5: Find the HCF of 84 and 90. C15: Work out the size of the angles in an equilateral triangle. 6: Simplify p 4 p 2 C16: Find the sum of the angles in a nonagon. 7: Write 340 in standard form. 17: Two bags each contain one red, one yellow and one green disc. A disc is taken from each bag. List all the possible outcomes. 8: Calculate giving your answer in standard form. 18: A fair spinner has the numbers 1, 2, and 3. The spinner is spun twice and the scores added together. The sample space shows the result. Write down the probability of getting an odd total. 9: Round to 1 decimal place. 19: The Venn diagram shows pupils who study Maths or Science A- Level. Find the probability that a pupil studies Maths. 10: a) What is the square of 6 b) What is the 64 20: The tree diagram shows the result of taking two cards from a deck. Work out the probability that both cards are hearts. Mark: Effort:

11 Exam Question Homework: Writing Standard form A builder has 7200 kg of sand. (a) Write 7200 kg in grams. Give your answer in standard form Answer... g (2) (b) One grain of this sand weighs g. Write the weight of one grain of sand in standard form.... Answer... g (1) The star Alpha Centauri is approximately kilometres from Earth. Write this number in standard form to 3 significant figures Answer... (2) A calculator displays a number in standard form as Which of the following numbers does the display show? Circle the correct answer (1)

12 Homework Sheet 6 Week Commencing 29 h January : Write down the equation of the mirror line 11: The table below is to be used to draw the graph of y = x 3 2x. Complete the y values in the table. 2: Write down the number of degrees and direction the shape has been rotated. 12: Match the graph to the correct equation. 3: Enlarge the shape using the given scale factor and centre. 13: Which named quadrilaterals cannot be built from exactly two isosceles triangles? 4: Translate the triangle using vector ( 1 2 ) C14: Find the area of a triangle with a base of 140cm and a height of 2m. State the units of your answer. 5: Write 120 as a product of prime factors. C15: A quadrilateral has two right angles. What is the sum of its remaining two angles? 6: Simplify (p 4 ) 2 C16: Find the sum of the angles in a decagon. 7: Write 34 in standard form. 17: An ice-cream parlour has 10 different flavours of ice-cream. How many different ice-creams with two scoops can be made? 8: Calculate giving your answer in standard form. 18: A fair spinner has the numbers 1, 2, and 3. The spinner is spun twice and the scores added together. The sample space shows the result. Write down the probability of getting a prime total. 9: Round to 1 decimal place 19: The Venn diagram shows pupils who study Maths or Science A- Level. Find the probability that a pupil studies Science. 10: a) What is the cube of 4 b) What is the 27 20: The tree diagram shows the result of taking two cards from a deck. Work out the probability that both cards are not hearts. Mark: Effort:

13 Exam Question Homework: Calculating with Standard Form For each calculation circle the answer that is correct and is in standard form. (a) ( ) ( ) Answer (1) (b) ( ) ( ) Answer (1) Astronomers measure distances in the solar system in astronomical units (AU). One AU is kilometres. The distance from the Sun to Pluto is 39.5 AU. How many kilometres is the Sun from Pluto? Give your answer in standard form to a sensible degree of accuracy Answer... km (3) The population of France is people. The area of France is square kilometres. Mean number of people = Calculate the mean number of people per square kilometre in France. Give your answer to a suitable degree of accuracy Answer... (Total 3 marks)

14 Homework Sheet 7 Week Commencing 5 th February : Write down the equation of the mirror line 11: The table below is to be used to draw the graph of y = 2x 2 1. Complete the y values in the table. 2: Rotate the shape 180 o around the given centre. 12: Match the graph to the correct equation. 3: Give the scale factor and centre of enlargement. 13: A quadrilateral has diagonals that are the perpendicular bisectors of each other. There are no right angles in the quadrilateral. Which quadrilateral is being described? 4: Describe the translation from shape A to shape E. C14: Find the area of a trapezium with parallel sides of 30cm and 50 cm and a height of 1.6m. State the units of your answer. 5: Find the LCM of 120 and 135 C15: A triangle has two angles the same size. The third angle is twice as big as the others. Work out the size of the smallest angle. 6: Simplify (2k 1) 4 (2k 1) 2 C16: Find the sum of the angles in a dodecagon. 7: Write 0.34 in standard form. 17: A bag contains red (R), white (W), blue (B), and yellow (Y) counters. A counter is removed, its colour noted, then the counter replaced. A second counter is then taken. Write down all of the possible combinations of colours of the two counters. 8: Calculate giving your answer in standard form. 18: A fair spinner has the numbers 1, 2, and 3. The spinner is spun twice and the scores added together. The sample space shows the result. Write down the probability of getting a square number total. 9: Round to 1 decimal place 19: The Venn diagram shows pupils who study Maths or Science A- Level. Find the probability that a pupil studies Maths or Science. 10: : a) What is the square of -5 20: The tree diagram shows the result of taking two cards from a deck. Work out the probability that both cards are not hearts. b) What is the 225 Mark: Effort:

15 Exam Question Homework: Transformations

16 Homework Sheet 8 Week Commencing 12 th February : Write down the equation of the mirror line 11: The table below is to be used to draw the graph of y + x = 3. Complete the y values in the table. 2: Rotate the shape 90 o clockwise around the given centre. 12: Match the graph to the correct equation. 3: Enlarge the shape using the given scale factor and centre. 13: A rectangle and a parallelogram both have rotational symmetry of order 2 angles. 4: Translate the triangle using vector ( 1 2 ) C14: Find the area of the shape below 5: Find the HCF of 120 and 135 C15: Can 48 o, 107 o and 25 o be the 3 angles in a triangle? 6: Simplify (2k 1) 4 (2k 1) 2 C16: Find the size of one interior angle in a regular pentagon. 7: Write in standard form. 17: Trevor has 4 different types of vegetables: Peas (P), Carrots (C), Broccoli (B 8: Calculate giving your answer in standard form. 18: Write down the probability that a person chosen at random is a woman th 9: Round to 1 decimal place 19: The Venn diagram shows people who own a cat and a dog. Find the proba 10: Write down all the multiples of 7 between 30 and 50 20: The tree diagram shows the result of taking two cards from a deck. Work out the probability that both cards are hearts.

17 Exam Question Homework: Drawing graphs (a) Complete the table of values for y = (0.8) x x y (1) (b) On the grid below, draw the graph of y = (0.8) x for values of x from 0 to 4. (2) (c) Use your graph to solve the equation (0.8) x = 0.76 Answer..... (1) (Total 4 marks)

18 Homework Sheet 9 1: The coordinate (3,2) is reflected using the line x = 4. Give the coordinate of the image point. Week Commencing Spring Half Term 11: The table below is to be used to draw the graph of y = x Complete the y values in the table. 2: Rotate the shape 90 o anticlockwise around the given centre. 12: Match the graph to the correct equation. 3: Give the scale factor and centre of enlargement. 13: Describe as many properties as you can that are unique to a square. 4: Describe the translation from shape E to shape A. C14: A parallelogram has an area of 80cm 2. The base is 16cm. Work out the height of the parallelogram. 5: Write 156 as a product of prime factors. C15: Can 36 o, 107 o and 32 o be the 3 angles in a triangle? 6: Simplify ((2k 1) 4 ) 2 C16: Find the size of one interior angle in a regular hexagon. 7: Write in standard form. 17: John flips a coin and rolls an ordinary dice. Write down all of the possible combinations. C8: Calculate giving your answer in standard form. 18: Write down the probability that a person chosen at random is a man that prefers sports. 9: Round to 1 decimal place. 19: The Venn diagram shows people who own a cat and a dog. Find the probability that a person owns neither. 10: Explain why 2756 can not be prime. 20: The tree diagram shows the result of taking two cards from a deck. Work out the probability that both cards are different. Mark: Effort:

19 Exam Question Homework: Recognising graphs Here are four equations of graphs. A y = 3x +2 B 2x + 3y = 6 C y = 3x 2 D y = x 3 Here are three sketch graphs. Match each graph to its equation. Match each of the sketch graphs to one of these equations. A y = 2 2x Equation... Equation... Equation... (3) B y = 2x + 2 C y = 3 x 2 D y = x E y = For k > 0 each graph matches with one of the equations, k y = kx y = k x y = y = kx 2 x Match each graph to its equation,

20 Homework Sheet 10 1: The coordinate (3,2) is reflected using the line y = 4. Give the coordinate of the image point. 11: The table below is to be used to draw the graph of y = x 3 2x. Complete the y values in the table. 2: Write down the number of degrees and the direction that the shape has been rotated. 12: Match the graph to the correct equation. 3: Enlarge the shape using the given scale factor and centre. 13: List all of the quadrilaterals that have a rotational symmetry of order 2 or higher. 4: Translate the triangle using vector ( 2 1 ) C14: A triangle has an area of 75cm 2. The height of the triangle is 10cm. Find the base of the triangle. 5: Find the LCM of 156 and 117. C15: A triangle has an angle of 100 o. The other angles are in the ratio 3:1. Find the size of the smallest angle. 6: Simplify C16: Find the size of one interior angle in a regular heptagon. 7: Convert 7.6 x 10 6 into an ordinary number. 17: A sports club offers football (F), Rugby (R), Hockey (H) and Basketball (B). Players choose two sports to play. List all of the possible combinations. 8: Calculate giving your answer in standard form. 18: Write down the probability that a person chosen at random is a person that prefers dance. 9: Round to 2 decimal places 19: The Venn diagram shows people who own a cat and a dog. Find the probability that a person only owns a cat. 10: Work out the difference between the two square numbers in this list. 6, 11, 15, 21, 27, 36, 48, 64 Mark: 20: The tree diagram shows the accuracy of allergy testing. Work out the probability that a person chosen at random is allergic and tests positive. Effort:

21 Exam Question Homework: Area of polygons

22 Homework Sheet 11 1: The coordinate (3,2) is reflected using the line x = -4. Give the coordinate of the image point. 11: The table below is to be used to draw the graph of y = 2x 2 1. Complete the y values in the table. 2: Write down the number of degrees and the direction that the shape has been rotated. 12: Match the graph to the correct equation. 3: Give the scale factor and centre of enlargement. 13: Which quadrilaterals have lines of symmetry that are diagonals? 4: Describe the translation from shape E to shape B. C14: A trapezium has an area of 90cm 2. Its parallel sides are 11cm and 7cm. Find the height of the trapezium. 5: Find the HCF of 156 and 117. C15: A quadrilateral has angles in the ratio 2:4:5:7. Find the size of the largest angle. 6: Simplify C16: Find the size of one interior angle in a regular octagon. 7: Convert 7.6 x 10 5 into an ordinary number. 17: Harold has a 50p, a 1, a 2 and a 10p coin in his pocket. He pulls out two coins at random. List all of the different amounts of money he could get. 8: Calculate giving your answer in standard form. 18: Write down the probability that a woman chosen at random prefers movies. 9: Round to 2 decimal places 19: The Venn diagram shows people who own a cat and a dog. Find the probability that a person only owns a dog. 10: Here is a list of numbers 6, 8, 11, 15, 15, 25, 28, 30, 33 From the list, write down a) A multiple of 7 b) Two factors of 24 c) A square number d) A prime number Mark: 20: The tree diagram shows the accuracy of allergy testing. Work out the probability that a person chosen at random is allergic and tests negative. Effort:

23 Exam Question Homework: Angles in triangles/quadrilaterals

24 Homework Sheet 12 1: The coordinate (3,2) is reflected using the line y = -4. Give the coordinate of the image point. 11: The table below is to be used to draw the graph of y + x = 3. Complete the y values in the table. 2: Write down the number of degrees and the direction that the shape has been rotated. 12: Match the graph to the correct equation. 3: Enlarge the shape using the given scale factor and centre. 13: A quadrilateral has exactly 2 right angles and no sides the same length. Which quadrilateral is being described? 4: Translate the triangle using vector ( 2 1 ) C14: Find the area of the shape below. 5: Write 165 as a product of primes. C15: A quadrilateral and triangle are joined edge to edge. Find the sum of the angles in the shape. 6: Simplify ( 6 4 ) 2 C16: Find the size of one interior angle in a regular nonagon. 7: Convert 7.6 x 10 4 into an ordinary number. 17: Dion has a $1, $5, $10 and $20 in his wallet. He takes out two notes at random. Work out the different amounts of money that Dion could have. 8: Calculate giving your answer in standard form. 18: Write down the probability that a woman chosen at random prefers sports. 9: Round to 2 decimal places 19: The Venn diagram shows people who own a cat and a dog. Find the probability that a person owns a cat. 10: Maria is thinking of a number. The number is less than 10, even and can be divided by 3. What number is Maria thinking of? Mark: 20: The tree diagram shows the accuracy of allergy testing. Work out the probability that a person chosen at random isn t allergic and tests positive. Effort:

25 Exam Question Homework: Angles in polygons Explain why the exterior angle of a regular pentagon, marked p on the diagram, is 72. (b) Two identical regular pentagons are joined as shown. Work out the size of angle x. (2) Not drawn accurately (1) ABCDE is a regular pentagon. Not drawn accurately Work out the value of x (4) ABCDEF is a regular hexagon. AFGH and AJKB are squares. Not d rawn accurately Show that triangle AHJ is equilateral. (4)

26 Homework Sheet 13 1: The coordinate (-3,2) is reflected using the line x = 4. Give the coordinate of the image point. 11: The table below is to be used to draw the graph of y = tan -1 x. Complete the y values in the table. 2: The coordinate (5, -1) is rotated 90 o clockwise around the origin. Give the coordinate of the image point. 12: Match the graph to the correct equation. 3: Describe the enlargement from shape A to shape B. 13: Which two quadrilaterals can be combined to form a kite? 4: Describe the translation from shape E to shape D. 14: A parallelogram and a triangle both have the same base and area. Find the relationship between the height of the parallelogram and triangle. 5: Find the LCM of 165 and 132. C15: An isosceles triangle has an angle of 48 o. Write down the two other possible sizes for the missing angles. 6: Simplify y 4 y 2 y 3 C16: Find the size of one interior angle in a regular decagon. 7: Convert 7.6 x 10 3 into an ordinary number. 17: Gillian has cards with the numbers 1, 2, 3, 4. Gillian chooses two number cards at random and multiplies them together. List all of the possible totals Gillian could make. 8: Calculate giving your answer in standard form. 18: Write down the probability that a man chosen at random prefers movies. 9: Round to 2 decimal places 19: The Venn diagram shows people who own a cat and a dog. Find the probability that person only owns a dog. 10: a a) What is the square of 11? 20: The tree diagram shows the accuracy of allergy testing. Work out the probability that a person chosen at random isn t allergic and tests negative. b) What is the square root of 81? Mark: Effort:

27 Exam Question Homework: Sample spaces and Venn Diagrams

28 Homework Sheet 14 1: The coordinate (-3,2) is reflected using the line y = 4. Give the coordinate of the image point. 11: The table below is to be used to draw the graph of y = tan -1 x. Complete the y values in the table. 2: The coordinate (5, -1) is rotated 90 o anticlockwise around the origin. Give the coordinate of the image point. 12: Match the graph to the correct equation. 3: Enlarge the shape using the given scale factor and centre. 13: Explain why a quadrilateral cannot have exactly 3 right angles. 4: Translate the triangle using vector ( 2 1 ) 14: A trapezium and triangle both have the same base and height. Explain why it is impossible for the two shapes to have the same area. 5: Find the HCF of 165 and 132. C15: The largest angle in a triangle is 10 more than the middle angle. The middle is 10 more than the smallest. Write down the size of the three angles. 6: Simplify y 4 y 2 y 3 C16: Find the size of one interior angle in a regular dodecagon. 7: Convert 7.6 x 10 2 into an ordinary number. 17: Jennifer has cards with numbers 2, 4, 6 and 8. Jennifer chooses two cards and divides the bigger number by the smaller number. Work out all of the possible answers Jennifer could make. 8: Calculate giving your answer in standard form. 18: Write down the probability that a man chosen at random prefers dance. 9: Round to 2 decimal places 19: The Venn diagram shows people who own a cat and a dog. Find the probability that person only owns a cat or a dog. 10: a) What is the 144 b) What is the 8 20: The tree diagram shows the accuracy of allergy testing. Work out the probability that a person chosen at random tests positive. Mark: Effort:

29 Exam Question Homework: Tree diagrams Philip and Abdul run in different races. The probability that Philip wins his race is 0.7 The probability that Abdul wins his race is 0.6 (a) Fill in the missing probabilities on the tree diagram. (1) (b) Calculate the probability that only one of the boys wins his race. (3 ) The diagram shows a spinner. When the arrow is spun the probability of scoring 2 is 0.3 The arrow is spun twice and the scores are added. (a) Complete the tree diagram. (b) What is the probability that the total score is 4? (1) (2) A bag contains 5 green and 3 red balls. A ball is taken from the bag at random and replaced. Another ball is then taken from the bag at random. (a) Complete the tree diagram. (c) Some more green balls are added to the 5 green and 3 red balls in the bag. A ball is taken from the bag at random and replaced. (2) Another ball is then taken from the bag at random. The probability that both balls are red is now (b) What is the probability that both balls are red? (1) How many green balls were added to the bag? (3)

30 Sheet Mark Question Homework 1 Homework 2 Homework 3 Homework 4 Homework 5 Homework 6 Homework 7 Homework 8 Homework 9 Homework 10 Homework 11 Homework 12 Homework 13 Homework 14 1 Reflection 2 Rotation 3 Enlargement 4 Translation & Vectors 5 Factors & Multiples 6 Indices 7 Writing Standard Form 8 Calculating with Standard form 9 Rounding 10 Properties of Number 11 Drawing Graphs 12 Recognising graphs 13 Quadrilateral properties 14 Area of polygons 15 Angles in triangles/quadrilaterals 16 Angles in polygons 17 Listing outcomes 18 Sample Spaces 19 Venn diagrams 20 Tree diagrams Homework 2 Target Homework 3 Target Homework 4 Target Homework 5 Target Homework 5 Target Homework 6 Target Homework 7 Target Homework 8 Target Homework 9 Target Homework 10 Target Homework 11 Target Homework 12 Target Homework 13 Target Homework 14 Target

31 Exam Question Holiday Homework: (a) Complete this table of values for y = x 2 3 x y (1) (b) Draw the graph of y = x 2 3 for values of x from 3 to +3. (2) (Total 3 marks)

32 ABCD is a rhombus and ABCE is a kite. Work out the value of x. (Total 4 marks)