Answer:
45°, 10√3
Step-by-step explanation:
Given,red fort's maximum height= 33m
perpenducular=height=33m.
base = dist. from fort to students 33m
tan theta= perp./base
33 = 1
33
so,theta for value 1 is 45° .
hence the angle of elevation to the fort is 45°.
(ii) shadow casted by tower =30m=BASE
angle of inclination =30° of sun ray
tan theta = perp.
base
tan 30°= AB
BC
1 = AB
√3 30m
AB√3 = 30m
AB= 30 = 30×√3 (rationalising)
√3 √3×√3
30√3 = 10√3m
3
Hence height of the tower =10√3m
Author:
oliveuetc
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gingerwalton
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