Measurement and Algebra Integration
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Measurement and Algebra Integration
📏 Part 1: Measurement and Recording
a) Length of your pencil: _________ cm
b) Width of your desk: _________ cm
c) Height of your water bottle: _________ cm
d) Thickness of your maths book: _________ mm
a) 150 mm = _________ cm
b) 2.5 m = _________ cm
c) 85 cm = _________ mm
🔢 Part 2: Forming Simple Equations
a) A table's length plus 25 cm equals 175 cm. What is the length of the table?
Equation: _________________
Answer: The table is _________ cm long.
b) A rope is cut so that one piece is 40 cm shorter than the original length. The remaining piece is 85 cm. What was the original length?
Equation: _________________
Answer: The original rope was _________ cm long.
📊 Part 3: Patterns and Algebraic Rules
Each block is 4 cm long, and there's a 2 cm base.
| Number of blocks (n) | Total length (L) in cm |
|---|---|
| 1 | _______ |
| 2 | _______ |
| 3 | _______ |
| 5 | _______ |
L = _________________
🧮 Part 4: Two-Step Equation Challenge
Let x = length of the shorter part
Then the longer part = _________________
Equation: _________________
Shorter part: _________ cm
Longer part: _________ cm
Let b = thickness of each book
Equation: _________________
Each book is _________ cm thick.
🎯 Part 5: Real-World Applications
Height of a classroom:
Thickness of a coin:
💭 Part 6: Reflection
"A rectangular playground has a perimeter of 80 metres. The length is 10 metres more than the width. Find the dimensions."
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