A 15 metre high tower cast a shadow 24 M long at a certain time and at the same time a telephone cast of side 16 m long find the height of telephone pole
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Let BC = 15 m be the tower and its shadow AB is 24 m. At that time ∠CAB = 8, Again, let EF = h be a telephone pole and its shadow DE = 16 m. At the same time ∠EDF = 8 Here, ΔASC and ΔDEF both are right angled triangles.
Hence, the height of the telephone pole is 10 m
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