If the ratio between the length of the shadow of a tower and it's height is root3:1, then what is the angle of elevation of sun ?
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Answered by
4
taking length of tower as the perpendicular and the length of shadow as the base we get :
tan theta = p/b
now b/p = root3/1
p/b = 1/root3 (reciprocal of b/p)
1/root 3 is the value for tan 30.
Hence, angle of elevation is 30 degrees.
tan theta = p/b
now b/p = root3/1
p/b = 1/root3 (reciprocal of b/p)
1/root 3 is the value for tan 30.
Hence, angle of elevation is 30 degrees.
Answered by
2
3+1=4
ratio 3 =180/4×3 =
45×3 = 135.
ratio 1 =180/4×1 =
45×1 =45.
ratio 3 =180/4×3 =
45×3 = 135.
ratio 1 =180/4×1 =
45×1 =45.
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