Page 9 - 1202 Question Bank Mathematics Form 5

PAPER 1

Every question has 4 answer options A, B, C and D. Choose one answer for every question.

1. Given that t varies directly as the square root of s and 6. If h varies directly as the square root of k, the relation
t = 24 when s = 9. Express t in terms of s. between h and k is
2
A t = 8! s A h fi k C h fi k
B t = 3s 1 1
2
B h fi k D h fi
C t = 24 2 ! k
C p = 5q ©PAN ASIA PUBLICATIONS
s
9
D t = 24s 7. P varies inversely as the square of Q and Q = 2 when
P = 2. Find the value of P when Q = 4.
1 1
2. Given that p fi and p = 3 when q = 2. Find the A –5 C
q 2
value of p when q = –5. B 1 D 1
A –5 32 8
B –6 1
C 5 8. Given that m fi 1 and m = 12 when n = , calculate
4
6 SPM ! n
D – CLONE
5 the value of m when n = 4.
1
3. The table shows some values of the variables E and F A 3 C 12
where E varies directly as the cube of F. B 3 D 24
E 24 y
F 2 3 9. R varies inversely as the cube of S and R = 32 when
1 1
Calculate the value of y. S = . Calculate the value of S when R = .
4 2
A 27 1
A R =
B 81 2
C 9 B 1
D 1 4
C 1
D R = 2S 2
4. The table shows the relation between the variables H
and K as direct variation.
3
10. Given that h fi k and h = 64 when k = 2. Determine
H 30 42 the constant of variation.
K 5 7 A 1 C 32
8
Which of the following is true?
C 16 D 8
A H = K
2
B H = 6! K
11. The table shows some values of the variables p and q
C H = 6K where q varies inversely as the square root of p.
K
D H =
6 p 4 64
q 8 2
2
5. Given that p is directly proportional to q and p = 20
when q = 2, express p in terms of q.
Find the relation between p and q.
A p = 10q 16
2
A q = C q = 16! p
2
B p = q
! p
2 4
2
B q = 4p D q =
q
D p = ! p
6
3
Question 3: Question 9:
The relation is varies directly, E fi F . E = kF , find the value of The relation is varies inversely, R fi 1 . R = k , find the value of
3
3
constant k. constant k. S 3 S 3 SOS TIP

C01 1202BS Maths F5.indd 3 26/01/2022 3:43 PM