Clinky observes a tower PQ of height ‘h’ from a point A on the ground. She moves a distance ‘d’ towards the foot of the tower and finds that the angle of elevation has direction and finals that the angle of elevation is ‘3’ times at A. Prove that 36h2 = 35d2 .

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Clinky observes a tower PQ of height ‘h’ from a point A on the ground. She moves a distance ‘d’ towards the foot of the tower and finds that the angle of elevation has direction and finals that the angle of elevation is ‘3’ times at A. Prove that 36h2 = 35d2 .

Clinky observes a tower PQ of height ‘h’ from a point A on the ground. She moves a distance ‘d’ towards the foot of the tower and finds that the angle of elevation has direction and finals that the angle of elevation is ‘3’ times at A. Prove that 36h2 = 35d2 .

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Clinky observes a tower PQ of height ‘h’ from a point A on the ground. She moves a distance ‘d’ towards the foot of the tower and finds that the angle of elevation has direction and finals that the angle of elevation is ‘3’ times at A. Prove that 36h2 = 35d2 .

Clinky observes a tower PQ of height ‘h’ from a point A on the ground. She moves a distance ‘d’ towards the foot of the tower and finds that the angle of elevation has direction and finals that the angle of elevation is ‘3’ times at A. Prove that 36h2 = 35d2 .

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