Kedah Trial 2026 Matematik Kertas 1

Matematik

Kedah Trial 2026 Matematik Kertas 1

• Percubaan Kedah
• 40 soalan
• Ada penerangan

1

State the digit value of the underlined number in base ten. $$\underline{2}243_5$$

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A 50 B 100 C 200 D 250

T4 Chapter 2.1a Number Bases: Place Value and Digit Value

2

In year 2025, car sales in Malaysia hit the highest record of 820 743 units from January to November. Calculate the average number of cars sold in a month in base eight.

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A $221\,565_8$ B $205\,453_8$ C $74\,163_8$ D $65\,365_8$

T4 Chapter 2.1e Solving Problems Involving Number Bases

3

$\frac{3}{4}n^{-5} =$

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A $\frac{3n^5}{4}$ B $\frac{3}{4n^5}$ C $\frac{4n^5}{3}$ D $\frac{4}{3n^5}$

4

State the pattern of the sequence 88, 76, 64, 52, 40, 28, …

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A Add 8 from the previous number B Subtract 8 from the previous number C Add 12 from the previous number D Subtract 12 from the previous number

T4 Chapter 3.2e Forming a Strong Inductive Argument

5

Diagram 5 shows a ball with a sphere shape belonging to Hariz. Calculate the surface area of the ball. Use $\pi = \frac{22}{7}$

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A $144\frac{4}{7}$ B $289\frac{1}{7}$ C $1662\frac{4}{7}$ D $6650\frac{2}{7}$

6

Encik Helmy has a monthly salary of RM3 600. His monthly fixed expenses are RM1 775 and his monthly variable expenses are RM1 375. He also sets a fixed savings of 10% of his monthly salary. Calculate Encik Helmy's cash flow.

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A RM810.00 B RM450.00 C RM180.00 D RM90.00

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

7

Diagram 7 shows the information about Jannah's house. | | | |---|---| | Estimated Annual Rental | RM18 600 | | Property Assessment Tax Rate | 4% | Calculate the property assessment tax that Jannah has to pay for half a year.

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A RM 744 B RM 732 C RM 372 D RM 186

T5 Chapter 4.1e Calculating Road Tax, Property Assessment Tax, Quit Rent, and Sales and Service Tax

8

Given $4 - \frac{1}{2}x = 4(x - 1)$, find the value of x.

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A $\frac{16}{9}$ B $\frac{10}{11}$ C $\frac{5}{7}$ D $\frac{9}{5}$

9

Diagram 9 shows the graph of the quadratic function $f(x) = x^2 - 6x + 5$. Given P is the minimum point of the graph of the function. Determine the coordinate of P.

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A (2, −4) B (2, −5) C (3, −4) D (3, −5)

T4 Chapter 1.1c Shape of the Graph of a Quadratic Function T4 Chapter 1.1d Axis of Symmetry of a Quadratic Function

10

Diagram 10 shows Zainab's car colliding with Raju's motorcycle in an accident. Raju suffers serious injuries while Zainab sustains minor injuries. Both vehicles were damaged. Based on the situation above, determine the claim that can be made by Zainab to her insurance company if her car insured under the third party policy.

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A The medical expenses of Zainab only B The medical expenses of Raju only C The medical expenses of Raju and the cost of repairing Raju's motorcycle D The cost of repairing Zainab's car, the medical expenses of Raju and the cost of repairing Raju's motorcycle

T5 Chapter 3.1a Risk, Insurance, Life Insurance and General Insurance

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