What is the minimum distance between the foot of a ladder and the base of the structure it's leaning against?

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Multiple Choice

What is the minimum distance between the foot of a ladder and the base of the structure it's leaning against?

Explanation:
Ladder safety hinges on the angle it makes with the wall. The ladder, wall, and floor form a right triangle, and a safe, recommended angle is about 75–76 degrees. At that angle, the base distance from the wall is roughly one-quarter of the vertical height the ladder reaches. That is why the minimum distance is h/4, where h is the vertical distance. If you move the base closer, the angle becomes steeper and stability can decrease; if you move it farther, the angle becomes too shallow and the ladder can slip outward. So the safe minimum distance corresponds to one-quarter of the vertical distance the ladder reaches.

Ladder safety hinges on the angle it makes with the wall. The ladder, wall, and floor form a right triangle, and a safe, recommended angle is about 75–76 degrees. At that angle, the base distance from the wall is roughly one-quarter of the vertical height the ladder reaches. That is why the minimum distance is h/4, where h is the vertical distance. If you move the base closer, the angle becomes steeper and stability can decrease; if you move it farther, the angle becomes too shallow and the ladder can slip outward. So the safe minimum distance corresponds to one-quarter of the vertical distance the ladder reaches.

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