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Hailey bought a can of stain. The stain will cover 50 m2 of fencing. The fence has height 2 m. What length of fencing can Hailey stain before she runs out of stain? How did you find out?

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Answer:

The length of the fencing can Hailey stain before she runs out of stain is 25 m

Explanation:

The formula of the area of a rectangle is A = l × h, where l is its length and h is its height

∵ Hailey bought a can of stain which will cover 50 m²

- That means the area that the stain can cover is 50 m²

∴ The area of fencing can cover by the stain = 50 m²

A = 50

∵ The height of the fence = 2 m

h = 2

- Substitute the value of A and h in the formula of the area

∵ 50 = l × 2

∴ 50 = 2 l

- Divide both sides by 2

25 = l

∴ The length of the fence that the stain can cover = 25 m

The length of the fencing can Hailey stain before she runs out of stain is 25 m

User Victor Choy
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