two poles of equal Heights are standing opposite to each other on the other side of the road which is 18 M wide from a point between the road the angles of elevation of the top of the pole are 60 degree and 30 degree find the height of the pole and the distance of the point from the poles
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Heyyyy,
Let AC and BD be the two poles of the same height h m.
Given AB = 80 m
Let AP = x m, therefore, PB = (80 - x) m
In APC,
In BPD,
Thus, the height of both the poles is and the distances of the point from the poles are 60 m and 20 m.
❤️
Let AC and BD be the two poles of the same height h m.
Given AB = 80 m
Let AP = x m, therefore, PB = (80 - x) m
In APC,
In BPD,
Thus, the height of both the poles is and the distances of the point from the poles are 60 m and 20 m.
❤️
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