what angle will a 5m ladder make with a wall if it reaches 4.2m up the wall?
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Answered by
10
Lets the wall as opposite side of the angle made.
The 5m ladder as hypotenuse.
So, sine theta = 4.2/5
theta = sine^-1 (4.2/5) = 53.18 degrees.
-WonderGirl
The 5m ladder as hypotenuse.
So, sine theta = 4.2/5
theta = sine^-1 (4.2/5) = 53.18 degrees.
-WonderGirl
Answered by
7
The angle made will the wall:
- Length of the ladder = 5 m (hypotenuse)
- Height at which the ladder reaches the wall = 4.2 m
- Thus we have to find angle made with the wall:
Let the angle be A, therefore;
cosA = adjacent / hypotenuse
cosA = 4.2 / 5
cosA = 0.84 = 34.9 degrees
Therefore angle, A = cos^(-1) 0.84 = 34.9 degrees.
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