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The problem asks to find how many centimeters tall William should draw a statue given the scale and the real height of the statue.

### Information provided:
- Real height of the statue: **10 meters**.
- Scale: **1 cm on the drawing = 5 meters in real life**.

### Solution:
To solve this, we use the given scale ratio to find out how many centimeters the statue should be in the drawing.

\[
\text{Scale ratio} = \frac{1 \, \text{cm}}{5 \, \text{m}}.
\]

The real height is 10 meters. To find the corresponding height on the drawing, divide 10 meters by the scale factor:

\[
\text{Height in drawing} = \frac{10 \

William is drawing a scale drawing of a statue for school. The statue is 10 meters high. If the scale he's using is 1 cm = 5m, how many cm tall should he draw the statue?

Learn how to solve a scale drawing problem where William is drawing a 10-meter-high statue using a scale of 1 cm = 5 m. This problem involves understanding ratios, proportions, and scale calculations. Suitable for Grade 5-7 students.

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