The angle of elevation of the top T of a vertical tower from a point x is 45°.from a point T in the straightline between X and P the frot of the tower, the angle of elevation is 60°.if xy=200cm and PT=x cm calculate x.
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Answer:
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Correct Question
The angle of elevation of the top T of a vertical tower from a point x is 45°.from a point Y in the straight line between 'X and P the foot of the tower', the angle of elevation is 60°.if XY=200cm and PT=X cm calculate x.
Answer:
the value of x is .
Step-by-step explanation:
Given:
The angle of elevation of the top T of a vertical tower from a point x is 45°.
From a point Y in the straight line between 'X and P the foot of the tower', the angle of elevation is 60°.
XY=200 cm and PT=x cm.
To Find:
The value of x.
Solution:
In the right angle TPY,
------------ equation no.01.
In the right angle TPX
------------ equation no.02.
Putting the value of n from equation no.01 to equation no.02, we get.
Hence, the value of x is .
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