Terengganu Trial 2026 Mathematics Kertas 1 · MPP 3

Mathematics

Terengganu Trial 2026 Mathematics Kertas 1 · MPP 3

• Terengganu 州试卷 MPP 3
• 40 题
• 附解析

1

A number X, when rounded to three significant figures is 12 000. The possible values of X is

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A 11 847 B 11 954 C 12 050 D 12 100

2

$11001_2 - N > 15_8$. Calculate the value of N.

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A $1011_2$ B $1100_2$ C $1101_2$ D $1110_2$

T4 Chapter 2.1b Determining the Number Value of a Number in Various Bases

3

Express $5(5^2 + 4 \times 5 + 2)$ as a number in base five.

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A $142_5$ B $241_5$ C $1042_5$ D $1420_5$

T4 Chapter 2.1c Converting Numbers from One Base to Another

4

Encik Razali deposited RM5 000 in a bank with a simple interest rate of 3% per annum. Calculate the total interest that he earned after 2 years.

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A RM 150 B RM 300 C RM3 000 D RM5 300

5

Encik Kamal is an engineer. His annual salary in 2025 is RM81 600. Which of the following is a tax exemption for Encik Kamal?

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A Buying a laptop B Pay for the medical expenses of parents C Buy education insurance policy for children D Donate to charity organizations

T5 Chapter 4.1b Calculating Income Tax

6

Simplify $$\frac{(5p^3q^2)^2}{10p^2q^3}$$

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A $p^4q$ B $\frac{1}{2}p^7q$ C $\frac{5}{2}p^4q$ D $\frac{5}{2}p^7q$

7

Individual's total income is less than the total expenses. This statement refers to

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A Investment surplus B Negative cash flow C Balanced budget D Positive cash flow

T4 Chapter 10.1b Evaluating Financial Status and Creating a Financial Plan

8

Diagram 1 shows a number sequence. 1, 4, 9, 16, … Which of the following represents the algebraic expression for the number sequence?

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A $n^2$; n = 1, 2, 3, … B $2n$; n = 1, 2, 3, … C $n^2 + 1$; n = 1, 2, 3, … D $n(n+1)$; n = 1, 2, 3, …

T4 Chapter 3.2e Forming a Strong Inductive Argument

9

Farah has a medical insurance policy with a 75/25 co-insurance percentage participation clause in her policy. Calculate the cost borne by her if the medical cost is RM4 200.

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A RM 630 B RM1 050 C RM2 100 D RM3 150

T5 Chapter 3.1c Solving Problems Involving Deductible and Co-insurance

10

M varies inversely as N and N = 2P + 1. Given M = 0.05 when P = 2. Express M in terms of N.

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A $M = \frac{0.25}{N}$ B $M = \frac{0.10}{N}$ C $N = \frac{0.25}{M}$ D $N = \frac{0.10}{M}$

T5 Chapter 1.2b Worked Examples: Finding the Constant and Solving Inverse Variation Equations

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