WorksheetsAdd Maths Part A
Total questions: 10
Worksheet time: 30mins
Diberi fungsi g : x → 2x - 3 dan h : x → 4x, cari hg(x)
Given the functions g : x → 2x - 3 and h : x → 4x, find hg(x)
8x -12
8x2 - 3
8x - 3
8x2 - 12
Diberi fungsi g : x → 3x - 1, cari nilai p apabila g-1 (p) = 11.
Given the function g : x → 3x - 1, find the value of p when g-1 (p) = 11
23
4
32
33
Nyatakan/ State
(a) objek-objek bagi q,
the objects of q,
(b) kodomain hubungan itu.
the codomain of the relation.
(a) 2, 4, 6
(b) {p, q, r, s}
(a) 2, 6
(b) {p, q, r, s}
(a) 2, 6
(b) {2, 4, 6}
(a) {2, 6}
(b) {p, q, r, s}
Persamaan kuadratik x2 + x = 2px - p2, mempunyai dua punca yang berbeza. Cari julat nilai p.
The quadratic equation x2 + x = 2px - p2, has two different roots. Find the range of values of p.
p > 1/4
p > - 1/2
p < 1/2
p < 1/4
Rajah menunjukkan graf fungsi kuadratik f(x) = - (x + p)2 + q, nyatakan
Diagram shows the graph of a quadratic function f(x) = - (x + p)2 + q, state
(a) nilai p,
the value of p,
(b) persamaan paksi simetri
the equation of the axis of symmetry
(a) p = 3 (b) x = - 3
(a) p = - 3 (b) x = - 3
(a) p = 0 (b) x = 3
(a) p = - 9 (b) x = 0
Fungsi kuadratik f(x) = -x2 + 4x + a2, mempunyai nilai maksimum 8. Cari nilai-nilai yang mungkin bagi a.
The quadratic function f(x) = -x2 + 4x + a2, has maximum value of 8. Find the values of a.
a = - 12
a = - 2
a = 2
a = 3.46
Diberi 3n - 3 × 27n = 243, cari nilai n.
Given 3n - 3 × 27n = 243, find the value of n.
n = 4
n = 2
n = 3.47
n = - 2
Diberi log8 p - log2 q = 0, ungkapkan p dalam sebutan q.
Given that log8 p - log2 q = 0, express p in terms of q.
p = 3q
p = 0
p = q
p = q3
Diberi fungsi g : x → 2x + 1 dan h : x → 3x + 6, cari hg -1(9)
Given the functions g : x → 2x + 1 and h : x → 3x + 6, find hg -1(9)
18
279
48
16
Selesaikan persamaan:
Solve the equation:
x = 2
x = - 2
x = 0.89
x = 0
