From the foot of a 60m high tower the angle of elevation of a minor is 60 degree and from top of it is 30 degrees. Find the height of miner
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in △ADE
tan60 o = DE 60
⇒DE= 3
60 =20 3
and we can see that , BCDE is a rec\tan gle
so, BC=DE⇒BC=20 3
and BD=CE.......(1)
and in △ABC
tan30 o= 20 3
AB
⇒AB=20 3 × 31
=20
Now, as AD=AB+BD⇒60=20+BD⇒BD=40
and from (1)
BD=CE=40 (which is the height of the Building)
Therefore, Answer is 40
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