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The Advanced Numeracy Test Workbook - Mike Bryon [16]

By Root 102 0
40 minutes in which to complete it.

The test consists of a series of questions and labelled suggested answers to choose from. You are required to select one of the suggested answers as the correct one and to record that answer’s identifying label in the answer box.

Example question

The volume of a cube with sides of 3cm is:

A 64cm3

B 8cm3

C 27cm3

D 125cm3


Answer C

Attempt the first 30 questions without a calculator.

Attempt all questions in the allowed time and work without interruption or pause.

Do not turn the page until you are ready to begin the test.


Q1. If 4 squares each 4cm2 are formed into a rectangle what would be the length of the new shape’s longest side?

A 8cm

B 4cm

C 2cm

D 6cm

Answer


Q2. AB = BD = DA. What is angle a?

Answer


Q3. What is the length of each side of the cube if it has a cubic area of 64cm3?

Answer


Q4. Find the size of angle x.

Answer


Q5. In the illustrated isosceles triangle, what are the values of angles x and y?

A 60°, 50°

B 70°, 40°

C 90°, 20°

D 55°, 55°

Answer


Q6. Find the missing angles in the kite.

A 145.5°

B 67.5°

C 78°

D 156°

Answer


Q7. What is the size of angle y if the two intersecting lines are straight?

A 35°

B 55°

C 70°

D 110°

Answer


Q8. If you were to try and construct triangles of the following dimensions, which is impossible in that it cannot be drawn or constructed?

A ΔABC where AB = 3cm BC = 4cm CA = 3cm

B ΔABC where AB = 6cm BC = 2cm CA = 9cm

C ΔABC where AB = 11cm BC = 8cm CA = 14cm

D ΔABC where AB = 5cm BC = 5cm CA = 5cm

Answer


Q9. If lines A and B are parallel, what is the value of angle x?

A 110°

B 90°

C 20°

D 60°

Answer


Q10. Which angle will be the smallest?

Answer


Q11. A regular polygon has interior angles of 60°. How many sides does it have?

A 10

B 6

C 3

D 4

Answer


Q12. A regular polygon has exterior angles of 36°. How many sides does it have?

A 10

B 5

C 3

D 12

Answer


Q13. A pentagon can be divided into three triangles, so what is the sum of the interior angles of the pentagon?

A 180°

B 360°

C 270°

D 540°

Answer


Q14. What are the exterior angles of a hexagon?

A 90°

B 36°

C 60°

D 45°

Answer


Q15. Which of the following is not an example of a quadrilateral?

A Trapezium

B Rhombus

C Square

D They are all quadrilaterals

Answer


Q16. If a pentagon can be divided into three triangles, how many triangles can an octagon be divided into?

A 5

B 6

C 7

D 8

Answer


Q17. What is the circumference of a circle with a radius of 5cm (take π as 3.14)?

A 62.8cm

B 3.14cm

C 15.7cm

D 31.4cm

Answer


Q18. What is the circumference of a circle with a diameter of 6cm (take π as 3.14)?

A 37.68cm

B 18.84cm

C 113.04cm

D None of these

Answer


Q19. What is the radius of a circle with a circumference of 31.4cm (take π as 3.14)?

A 10cm

B 3.14cm

C 7.5cm

D 5cm

Answer


Q20. What is the area of a circle with a radius of 3cm (take π as 3.14)?

A 29.57cm2

B 6cm2

C 28.26cm2

D None of these

Answer


Q21. What is the area of a circle with a diameter of 10cm (take π as 3.14)?

A 78.5cm2

B 314cm2

C 31.4cm2

D None of these

Answer


Q22. What is the area of a circle with a circumference of 25.12cm (take π as 3.14)?

A 200.96cm2

B 75.36cm2

C 50.24cm2

D None of these

Answer


Q23. What is the area of a circle with a circumference of 21cm (take π as 3)?

A 147cm2

B 36.75cm2

C 198cm2

D None of these

Answer


Q24. What is the volume of a sphere with a radius of 3cm (treat π as 3.14)?

A 282.6cm3

B 28.26cm3

C 11.304cm3

D 113.04cm3

Answer


Q25. What is the volume of a hemisphere with a radius of 3cm (treat π as 3.14)?

A 14.13cm3

B 28.26cm3

C 56.52cm3

D 113.04cm3

Answer


Q26. What is the surface area of the cuboid?

A 30cm2

B 45cm2

C 62cm2

D 70cm2

Answer


Q27. What is the volume of the cuboid illustrated in Q26?

A 30cm3

B 45cm3

C 62cm3

D 70cm3

Answer


Q28. A pipe has a radius of 12m and is 60m long. What is its volume (take π as 3.14)?

A Less than 25,000m3

B Less than 250m3

C Over 250,000m3

D More than 25,000m3

Answer


Q29. What is the area

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