To form a ratio, two quantities are required. Assuming the question implies a map scale where 1 cm on the map represents 200 m in reality: Step 1: Convert both quantities to the same unit. We will convert meters to centimeters. 1 m = 100 cm; So, 200 m = 200 × 100 cm = 20000 cm. Step 2: Express the ratio of the map distance to the real-world distance. The ratio is 1 cm : 20000 cm. When units are the same, the ratio can be written without units. 1:20000 The ratio is 1:20000.

Find a ratio 200m

May 13, 2026Mathematics

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Answer

\text{1:20000}

Step-by-step solution

2 steps

To form a ratio, two quantities are required. Assuming the question implies a map scale where $1 \text{ cm}$ on the map represents $200 \text{ m}$ in reality:

Convert both quantities to the same unit.
We will convert meters to centimeters.
$1 \text{ m} = 100 \text{ cm}$
So, $200 \text{ m} = 200 \times 100 \text{ cm} = 20000 \text{ cm}$ .
Express the ratio of the map distance to the real-world distance.
The ratio is $1 \text{ cm} : 20000 \text{ cm}$ .
When units are the same, the ratio can be written without units.
$1:20000$

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