MATHEMATICS SS2A THIRD TERM QP – KISACAD

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BASIC CLASSES

THIRD TERM EXAMINATIONS

2021-2022 ACADEMIC SESSION

SUBJECT | MATHEMATICS | CLASS : SS 2A

PAPER I | OBJECTIVE | ANSWER ALL

أَكَادِيمِيَّةُ خَيْصَلَ لِلْعُلُومِ الإِسْلَامِيَّةِ
MATHEMATICS SS2A THIRD TERM

CLASS

FULL NAME

ADMISSION NUMBER

1.

Two ships P and Q left part R at the same time, P moves 4km due north and Q moves 3km due east. Calculate the distance between P and Q.

a. 8km

b. 6km

c. 5.5km

d. 5km

None

2.

What is the bearing of M from N, if the bearing of N from M is 315⁰?
A. 065⁰ B. 015⁰ C. 045⁰ D. 025⁰

A. 0650

B. 0150

C. 0450

D. 0250

None

3.

Use the information below to answer question 1 – 3. In ∆ABC, a = 7.8m, b= 8.5m and B = 57.7⁰. correct answers to 1 d.p. what is c?

A.10m

B. 12m

C. 9m

D. 9.5m

None

4.

Simplify 3(y +4) = 4(y + 1). Y=?

A. 5

B. 6

C. 7

D. 8

None

5.

One of the following is not method of solving simultaneous equation.

A. Simplification

B. Eliminations

C. Graphically

D. Substitution

None

6.

Six sided polygon is called

a. Hexagon

b. Heptagon

c. Pentagon

d. Octagon

None

7.

........... Is a set with unlimited elements.

A. Infinite set

B. Disjoint set

C. Finite set

D. Union set

None

8.

Add description here!A bag contains 3 white, 6 red and 5 blue identical balls, a ball is picked at random from the bag, what is the prob. that it is either white or blue?

(a) 9/14

(b) 5/14

(c) 4/7

(d) 6/7

None

9.

The LCM of 4,5 and 6.

A. 70

B. 60

C.80

100

None

10.

The sum of first five even numbers is

a. 20

b. 30

c. 40

d. 50

None

11.

A bag contains 3 red, 5 green and 7 white balls, if a ball is selected from the bag. What is the probability that it is a green ball?

a. 5/15

b. 7/15

c. 1/3

d. 1/9

None

12.

A set form when elements of two or more set are combined is called .......,..

A. Union set

B. Disjoint

C.complement

D. Intersection

None

13.

Determine the median of the scores

2, 6, 2, 5, 3, 2, 0, 1, 2, 7

a. 1

b. 2

c. 3

d. 4

None

14.

Numbers are also called ...........

A. Variable

B. Value

C. Numerical

D. Sings

None

15.

The probability that Ade pass the exam is 7/8. What is the probability that he fails the examination?

a. 1/8

b. 1/7

c. 2/3

d. 5/8

None

16.

Evaluate 3x + 7yxy - 17, given that x=3 and y=2.

A.25

B. 30

C. 40

D. 20

None

17.

A box contains 8 blues 6 yellow and 10 green balls , one all is picked at random from the box, what is the probability that the ball is yellow.

(a) 1/3

(b)½

(c) 3/4

(d) 5/12

None

18.

The common ratio in the sequence 90, 30, 10……. Is

a. 3

b. 1/3

c. 2/3

d. 1

None

19.

A letter is chosen at random from the word PROBABILITY, what is the probability that the letter is a vowel?

(a) 3/11

(b) 4/11

(c) 5/11

(d) 6/11

None

20.

The supplement of 105⁰ is
a.   55⁰
b.   65⁰
c.    75⁰
d.    85⁰

a. 55

b. 65

c. 75

d. 85

None

21.

How many prime numbers are there between 11 and 20 inclusive

a. 4

b. 5

c. 6

d. 7

None

22.

In ∆ ABC, b = 4cm, c= 5cm and A = 115⁰. Find a to 2 s.f.

A. 7.66cm

B 7.6cm

C.8cm

D.7.7cm

None

23.

The point of .......... In a graph gives a solution to problems.

A. Co ordinates

B. Slope

Intersection

D. Axis

None

24.

Express 123.4568 correct to 2 decimal places.

a. 123

b. 123.4

c. 123.46

d. 123.47

None

25.

Angles that measured between 0 and 90 degrees is known as ............

A. Reflex angles

B. Obtuse angle

C. Right angle

D. Acute angle

None

26.

The population of student in school Is 810, if this is represented on a pie chart, calculate the sector angle for a class of 72 students.
a.     32⁰
b.     45⁰
c.     60⁰
d.     75⁰

a. 32

b. 45

c. 60

d. 75

None

27.

Calculate mode of the following scores

2, 6, 2, 5, 3, 2, 0, 1, 2, 7

a. 4

b. 3

c. 2

d. 1

None

28.

Expresses x in term of in term of x/3 - x/7 = 12.

A. 63

B. 36

C. 66

D. 33

None

29.

Find the LCM of 12 and 18.

A. 68

B. 72

C. 36

D. 108

None

30.

If P = 120⁰, Q = 45⁰, p = 10m. Find q.

a. 15m

b. 10.3m

c. 8.2m

d. 7.5m

None

31.

Express the true bearing 210⁰ as a compass bearing.
A S30⁰W B S60⁰W C.N30⁰W D.S60⁰E

A S300W

B S600W

C.N300W

D.S600E

None

32.

A bag contains 3 red, 4 black and 5 green identical balls, 2 balls are picked at random one after the other without replacement, find the prob that one is red and the other is green

(a) 5/22

(b) 7/23

(c) 15/132

(d) 12/13

None

33.

If V = πr²h, make r the subject of the formula
a.    V/πh
b.     √πv/h
c.     √v/πh
d.      rv/πh

a. V/πh

b. √πv/h

c. √v/πh

d. rv/πh

None

34.

A triangle field has two sides 60m and 75m long and the angle between them is 102⁰. How long is the third side?

a. 80m

b. 100.8

c. 105.3m

d. 150m

None

35.

Find the value of n, if 5n + 3 = 3n + 5

a. 1

b. 2

c. 3

d. 4

None

36.

A bag contains red, black and green identical balls,a ball is picked andReplaced at 100 times.The table below shows the result of the 100 trails, What is the probability of picking a green ball.

Colour	Red	Black	Green
No. of occurrence	54	30	16

(a)21/25

(b)16

(c)4/25

(d)1/3

None

37.

Approximate 79,824 to the nearest ten thousand?
A. 77,000 B.76,000 C. 80,000 D 81,000

A. 77,000

B. 76,000

C. 80,000

D 81,000

None

38.

Find the value of cos 60⁰+ sin 30⁰

a. 1

b. ½

c. ⅕

d. 0

None

39.

A fair single dye is tossed once. What is the probability of obtain even numbers

a. 3/5

b. 3/6

c. 2/5

d. ½

None

40.

Determine the range of the scores

2, 6, 2, 5, 3, 2, 0, 1, 2, 7

a. 7

b. 6

c. 5

d. 4

None

1 out of 40

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