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Measurement and Area Revision

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Measurement and Area Revision

Measurement and Area Revision

Measurement tools and geometric shapes

📏 Part 1: Units of Measurement

1. Choose the most appropriate unit for each measurement:

a) The mass of a textbook

grams

kilograms

tonnes

b) The capacity of a water bottle

millilitres

litres

kilolitres

c) The length of a classroom

millimetres

centimetres

metres

2. Convert the following measurements:

a) 2.5 kg = _________ g

b) 1500 mL = _________ L

c) 3.2 m = _________ cm

d) 0.75 hectares = _________ m²

🔺 Part 2: Area and Perimeter Formulas

3. Match each shape with its correct area formula:
1. Circle
2. Triangle
3. Rectangle
4. Parallelogram
5. Trapezium
A. A = l × w
B. A = πr²
C. A = ½(a + b) × h
D. A = base × height
E. A = ½ × base × height
4. Fill in the missing formulas:

a) Perimeter of a circle: C = _____________

b) Perimeter of a rectangle: P = _____________

c) Area of a rhombus: A = _____________

📐 Part 3: Calculation Problems

5. Calculate the area and perimeter of a rectangle with length 8.5 m and width 6.2 m.
6. Find the area of a circle with radius 4.5 cm. (Use π = 3.14)
7. A triangle has a base of 12 cm and a height of 9 cm. Calculate its area.
8. Calculate the area of a trapezium with parallel sides of 8 m and 12 m, and a height of 5 m.

🏠 Part 4: Real-World Applications

9. A rectangular garden bed measures 3.5 m by 2.8 m. How much area does it cover?
10. You need to put a fence around a circular pond with a diameter of 6 metres. How much fencing do you need? (Use π = 3.14)
11. Which units would be most appropriate for measuring the following? (Check all that apply)

The area of a school playground:

square centimetres

square metres

hectares

The volume of a swimming pool:

cubic centimetres

cubic metres

litres

✏️ Part 5: Problem Solving

12. A parallelogram has a base of 15 cm and a height of 8 cm. If you double both the base and height, how many times larger will the new area be compared to the original?
13. Explain why it's important to use appropriate units when measuring different objects. Give two examples.
14. Draw and label a trapezium, then write the formula for calculating its area below your drawing.

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