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Pulau Pinang Trial 2025 Mathematics Kertas 1

Mathematics

Pulau Pinang Trial 2025 Mathematics Kertas 1

  • Pulau Pinang 州试卷
  • 40 题
  • 附解析
1
All of the following relations are functions **except**
2
Simplify $$\frac{16 - 9h^2}{m} \div \frac{4 - 3h}{m^3}$$
3
Round off the answer of the difference between 0.0368 and $12.1 \times 10^{-3}$ correct to two significant figures.
4
Diagram 1 shows a solid lying on a horizontal plane. The line VW lies 7 cm vertically above the base ABCD. Which of the following is the orthogonal projection of the solid on the vertical plane parallel to BC as viewed from X?
5
Simplify $$\frac{9p^2q^6 \times 3p^2}{27q^2}$$
6
Diagram 2 shows straight lines TR and RS on a Cartesian plane. Given $TR = \frac{1}{2}RS$, find the coordinates of point T.
7
Express $\dfrac{2}{m - 3n} - \dfrac{m + 3n}{m^2 - 9n^2}$ as a single fraction in its simplest form.
8
Diagram 3 shows that hexagon PRSTUV is the image of hexagon PQABCW under an enlargement with vertex P as the centre of enlargement. It is given that Q is the midpoint of side PR and the area of hexagon PQABCW is 17 cm². Calculate the area, in cm², of the shaded region.
9
Rodi earns overtime when he works at least 9 hours a day. If $t$ is the number of hours worked per day, describe an inequality based on the given situation.
10
Table 1 shows the values of L, M and N. | L | 4 | 3 | |:---:|:---:|:---:| | M | 2 | 6 | | N | 1 | $w$ | It is given that L varies directly as M and inversely as N. Find the value of $w$.
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