📐 Part 1: Volume of Rectangular Prisms

Length = 8 cm, Width = 5 cm, Height = 3 cm

Formula: Volume = length × width × height

Volume = _______ cm³

Volume = _______ cm³

🔺 Part 2: Volume of Triangular Prisms

Volume = (Area of triangular base) × height

Where Area of triangle = (base × height) ÷ 2

Triangle base = 6 cm, Triangle height = 4 cm, Prism length = 10 cm

Step 1: Area of triangular base = ________________

Step 2: Volume = Area × length = ________________

Volume = _______ cm³

🏗️ Part 3: Composite Shapes

Prism A: 5 cm × 3 cm × 2 cm

Prism B: 4 cm × 2 cm × 3 cm

Calculate the total volume:

Volume of Prism A = _______ cm³

Volume of Prism B = _______ cm³

Total Volume = _______ cm³

📏 Part 4: Practical Measuring

🧠 Part 5: Problem Solving

Volume = _______ m³

Create a composite shape using at least two prisms. Draw it below and write the dimensions:

Describe your shape: _________________________________________________

Calculate the total volume and show your working:

a) Volume is measured in square units. True / False

b) A composite shape's volume equals the sum of its parts. True / False

c) All prisms have the same volume formula. True / False

d) 1000 cm³ = 1 litre. True / False