# A ladder leans against a wall as shown in the diagram answer key

**A ladder**10 m long is leaning

**against**the

**wall**of a house (see figure) On the edge of the plank which has been marked at the highest height of the previously drawn angle, measure out another 10˚ angle vertically.

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**answer**Problem # 4 A uniform

**ladder**of length L is leaning

**against**

**the**side of a building, as

**shown**.

**A**person of mass m = 75 kg is standing on it. The mass of the

**ladder**is M = 10 kg. The coefficient of static friction between the ground and

**ladder**is μ s1 = 0.5, and the coefficient of static friction between the

**wall**and

**ladder**is μ.

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**Answer Key**.

**A ladder**of length L ft. leaning

**against a wall**is sliding down. The

**ladder**starts off being flush with (right up

**against**) the

**wall**.The top of the

**ladder**slides down the vertical

**wall**.

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**Answer**(1 of 3): A

**ladder**with length L and weight W

**leans**

**against**

**a**frictionless

**wall**with height H. If the maximum coefficient of static friction between the

**ladder**and the floor occurs at angle θ, how do you find the value of the coefficient? There will be a reaction at the

**wall**and, as there.