a vertical flagstaff stand on horizontal plane from a point of fistance 60 meter from foot the angle of elevation of its top found to be 30 find height of flagstaff
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For us to work out this, we first visualize it and come up with a diagram. In the image below I have drawn the diagram.
To solve this question, we use the trigonometric ratio since the diagram is a right angled triangle.
In this case we use tan since we have the opposite line and the adjacent line and the angle which is 30°
Calculations :
Tan of theta=opp/adjacent
Opp=the height of the flag staff.
Tan30.°=h/60
H=60Tan 30°
H=60×0.5774=34.644m
34.644m
To solve this question, we use the trigonometric ratio since the diagram is a right angled triangle.
In this case we use tan since we have the opposite line and the adjacent line and the angle which is 30°
Calculations :
Tan of theta=opp/adjacent
Opp=the height of the flag staff.
Tan30.°=h/60
H=60Tan 30°
H=60×0.5774=34.644m
34.644m
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