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Others Trial 2022 Mathematics Kertas 1 · SMKA

Mathematics

Others Trial 2022 Mathematics Kertas 1 · SMKA

  • Trial SMKA · 2022
  • 40 questions
Answers
From the paper’s own answer key
Explanations
Written by AI — a study aid, may contain mistakes
Last updated
2026-10-29
1
A rectangular floor has length 240 m and width 120 m. 30% of the floor will be covered with red square tiles and the side of each tile is 30 cm. Calculate the number of red tiles required to cover the floor.
2
Adibah bought 3 T-shirts for RM$(15y + 6)$. If Azimah has RM$(30y + 12)$, how many of the same T-shirts can she buy?
3
Faizal saves RM8 000 in a fixed deposit account for half a year. The interest rate offered is 3.3% per annum. Calculate the interest received by Faizal.
4
Diagram 1 shows a trapezium, JKLM in a rectangle, JKTR. Find the remaining area, in mm², of the diagram after the trapezium is removed.
5
In Diagram 2, O is the centre of a circle and RST is a straight line. Given that VW = 26 cm and SV = 8 cm. Find the length of RT, in cm.
6
Diagram 3 shows PQ is a straight line with a gradient of $-\frac{1}{4}$. Find the y-intercept of the straight line PQ.
7
The gradient of the line $3x - 4y = 12$ is
8
Diagram 4 shows five triangles drawn on square grids. Which of the triangles A, B, C and D, is congruent to the triangle X?
9
**[Bonus]** (P is mapped onto Q by a rotation of 180° about (3, 3), not (3, 1), so none of the options is correct.) Diagram 5 shows two isosceles triangles, P and Q on a Cartesian plane. P is mapped to Q by reflection on the line $y = 3$. Identify another transformation that maps P onto Q.
10
Diagram 6 shows a regular hexagon, ABCDEF, with centre O. ABG is a straight line. Find the value of $x + y$.
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