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A vertical pole subtends an angle tan-1(1/2) at a point P on the ground. If the angles substended by the upper half and the lower half of the pole at P are respectively α and β, then (tanα, tanβ) = ? a. [1/4, 1/5] b. [1/5, 2/9] c. [2/9, 1/4] d. [1/4, 2/9]
@mathslover @angela210793
@sauravshakya
Please sketch the problem.
|dw:1343911372680:dw| i dont know whether this is right @satellite73
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@Ishaan94
So the tangent of alpha + beta = 1/2.
And the height of beta is 1/2 the height of alpha.
alpha + beta
|dw:1343911659365:dw|
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