find the angle of elevations when an object at the top of a building of height 70 m is observed from a point on ground 70√3 m away from base of the building
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1
Answer:
tan30°
Step-by-step explanation:
in a triangle
perpendicular=70m
base=70√3
NOW
it goes in the formula of tan
so tanФ=p÷b
then
tanФ=70÷70√3
tanФ=1/√3
that means
tan30°
jackjack99:
tqs for giving answer
Answered by
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let building be perpendicular to the ground ,height of the building =70mand the length of the ground =70√3
as per the sum,
tanx°=opposite side/adjacent side
tanx°=70/70√3
tanx°=1/√3
x°=30°
as per the sum,
tanx°=opposite side/adjacent side
tanx°=70/70√3
tanx°=1/√3
x°=30°
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