The angle of elevatin of the top of an unfinished verticle building on
the level ground, at a point which is 100 meter from the base of the
building is 45". How much height the building must be raised, so that
its angle of elevation from the same point be 60" (5-173)
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Answer:
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Step-by-step explanation:
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Answer:Raise needed=100(root3-1)
Step-by-step explanation:
In triangle BCD
tan45=BC/CD
1=BC/100
BC=100m
Let AB=x metres
In triangle BCD
tan60=AC/CD
root3=(100+x)/100
x= 100(root3 -1)
The raise needed is 100(root3-1)metres
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