LIKELY BECE MATHEMATICS QUESTIONS: Download All 20 Questions Here

LIKELY BECE MATHEMATICS QUESTIONS. Ratios and Proportions Questions. 204 BECE Mathematics Objective

BECE MATHEMATICS QUESTIONS: Download All 20 Questions Here (Sample)

How well are you prepared for the BECE Exams? We have for you list of 20 BECE mathematics questions for you to test yourself with. These questions are booster questions for all candidates to know their fate in mathematics before going ahead to sit for the exams.

All questions have been carefully chosen to assist learners prepare adequately. Get to know this very moment is considered as rush hour period for all BECE candidates across the country. So why not try your hands on these BECE mathematics questions.

Find Questions below

1) The scale of a map is 1:20 000.

i) Find the real distance represented by a distance of 6 cm on the map

ii) What distance on the map represents a real distance of 5 km?

2) It takes 8 men 9 hours to dig a trench. How long would it take 6 men to dig the trench if they worked at the same rate?

3) Find the area of the circle if

i) radius is 21 cm ii) diameter is 28 cm

4) The area of a circle is 100 cm. Calculate its radius.

5) The area of a circle is 58 cm. Calculate its diameter.

6) The sides of a square piece of metal are 22 mm long. A hole with diameter of 8 mm is drilled in the piece of metal.

Calculate the area of the metal which remains.

7) Find the circumference of the circle if

i) radius is 6.34 m

ii) diameter is 3.7 cm

8) The circumference of a circle is 97 m.

Calculate its radius.

Get all your Questions here. These Questions are all likely examination questions.

9) The circumference of a circle is 76 cm.

Calculate its diameter.

10) The minute hand of a big wall clock is 3.35 m long. How far does the tip moves in 30 minutes.

11) The diameter of a bicycle wheel is 71 cm.

Calculate the circumference of the wheel.

12) The foot of a ladder is 2 m from a wall and the top of the der is 6m above the ground. Calculate the length of the ladder.

13) A ladder 6 m long leans against a wall so that the top of the ladder is 5m away on

14) The set P= {multiples of 3},

Q= {factors of 72} and

R= {even numbers} are the subsets of

U= {18S x S36}

a) List the elements of P, O and R.

b) Find

i) P

ii) O n R

iii) P o R

15 a) The table shows the number of cars sold by a company from January to May 1990:

January 7,100

February 7,668

March 10,366

April 9,940

May 8,236

i) Draw a pie chart to illustrate the information.

ii) What is the percentage of cars sold in February?

b) Arrange the fraction in ascending order.

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16. a) Using a scale of 2 cm to 2 unit on both axes, draw two perpendicular axes OX and OY on a graph sheet for the interval

-10 < x <10 and -8 < y < 8

b) i) Plot the points A(1, 3), B(4, 5), (C9, 5) and D(6,3)

ii) Join the points A, B, C and D

c) ABCD is reflected in the X axis to give the image 4 B C D , where A>AB

C-C and D-> D,

i) Find the coordinates of 4, B, G and D

ii) Plot A4, B, C, D

d) Calculate /A1,B1/

17. a) A shop sells a pencil at ¢500.00 and a pen at c2,000.00.

i) If Afua bought 8 pencils and 5 pens, how much did she pay altogether for them?

ii) The price of a pencil is increased by 20% and a pen by 10%. Find how much she will pay for 10 pencils and 8 pens.

b) Solve for X in 3X14=5710

c) Expand and simplify

(6p+3q)(3u-4v)-(p +2g)(u +v)

18. a) Using a ruler and a pair of compasses only, construct:

  1. a <IABC such that /AB/= 5 cm,

/AC/ 7.5 cm and CAB = 120;

ii) the locus of points equidistant from

A and B;

ii) the locus l, of points equidistant from AB and AC which passes through ABC.

b) Label the point P where l1 and L2, intersect.

c) Measure /CP/

19. a) In an examination conducted for 60 candidates, the number who passed in Mathematics is 15 more than those who passed in Science and 7 failed both subjects. 12 candidates passed both subjects.

  1. Draw a Venn diagram to illustrate this information

ii) How many candidates passed

a) Mathematics

B) Science

Y) exactly one of the two

Subjects

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20) a. Kofi bought six books and ten pencils from a store. Ama bought three books and twenty-two pencils of the same kind from that store. If each of them paid ¢17,000.00 for the items, find

B the cost of

i) each pencil

ii) each book,

iii) two books and four pencils

b) Find the truth set of 5x+7>(3x-1) and illustrate your result on the number line.

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