Mathematics SPM 2026 州试卷 SBP Set 1 Kertas 1（40 题附答案）- Cerdek

Calculate the value of $750.83 - 2.469 \times 10^2$ and round off the answer correct to four significant figures.

A 503.93 B 503.90 C 503.9 D 504.0

$2.4 \times 10^8 + 3.7 \times 10^7 = 3.7 \times 10^8 \times 10^p + 2.4 \times 10^8$ Calculate the value of p.

A −7 B −1 C 1 D 7

Given that $16^{2x} \div 256 = \frac{1}{4^8}$, calculate the value of x.

A 3 B 1 C −1 D −3

It is given that P varies directly as the square of Q and inversely as the cube root of R. If P = 9 when Q = 6 and R = 27, express P in terms of Q and R.

A $P = \frac{Q^2}{\sqrt[3]{R}}$ B $P = \frac{3Q^2}{4\sqrt[3]{R}}$ C $P = \frac{4Q^2}{3\sqrt[3]{R}}$ D $P = \frac{Q^2\sqrt[3]{R}}{12}$

Given $405_9 - x_9 = 233_9$, find the value of x.

A 162 B 172 C 232 D 638

Hakim's motorcycle is covered with a motor insurance policy with a deductible provision of RM250. During the insurance coverage period, Hakim was involved in four accidents with loss suffered of RM180, RM350, RM1 250 and RM210 respectively. What is the total amount of compensation that Hakim can claim from the insurance company for those losses?

A RM1 990 B RM1 740 C RM1 600 D RM1 100

If $s = t\left(\frac{\sqrt{u}+v}{3}\right)$, then $u =$

A $\sqrt{\frac{st-v}{3}}$ B $\sqrt{\frac{3s}{t} - v}$ C $\left(\frac{3s}{t} - v\right)^2$ D $\left(\frac{st-v}{3}\right)^2$

Factorise completely: $$12x^2 - 3$$

A $(2x-1)(2x+1)$ B $(2x-1)(2x-1)$ C $3(2x+1)(2x+1)$ D $3(2x-1)(2x+1)$

In a charity run, participants must complete the race in more than 30 minutes but less than 50 minutes. Dev completed the race in 42 minutes. What is the maximum number of minutes that can be added to Dev's time so that he still satisfies the event requirement?