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Kelantan Trial 2026 Mathematics Kertas 1 · MPSM

Mathematics

Kelantan Trial 2026 Mathematics Kertas 1 · MPSM

  • Kelantan 州试卷 MPSM
  • 40 题
  • 附解析
1
Diagram 1 shows the first five terms for a sequence. Calculate the value of x. 5, x, −9, −16
2
Sally is trying a bread recipe by mixing flour and water. The ratio of flour to water is 5 : 3. If Sally has 1.5 kg of flour, what is the mass of water, in g, that she needs?
3
Su Lin and David each bought r and s Hari Raya cards at a price of RMt each to be given to Johan. Given that r = 8, s = 6 and t = 1.5, calculate the difference in the amount paid by them.
4
During the Canteen Day at Sekolah Menengah Sri Murni, a total of 500 coupons were sold with a total collection of RM8 000. The coupons consist of two prices, which are RM10 and RM20. Which of the following shows the correct number of RM10 and RM20 coupons?
5
A metal sphere and a box have masses of 18 g and 200 g respectively. Chen places x metal spheres into the box. If the total mass of the box and the metal spheres is greater than 290 g, what is the smallest value of x?
6
In Diagram 2, POT and ROU are straight lines. Find the values of x + y.
7
Simplify the following expression. $$\frac{5x}{x+2y} \div \frac{2xy}{3x+6y}$$
8
Given $\sqrt{3t} = 9s - 4u$, calculate the value of t when $s = \frac{1}{3}$ and $u = \frac{1}{2}$.
9
The exterior angle of a regular polygon is 3k, while the interior angle of the same polygon is 9k. Calculate the value of k.
10
Given a set of numbers 3, 4, 6, 8, 9, x, y, 17, 21, 22, 23 and 25 is arranged by ascending order and the mean is 14. Determine the median.
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