Question

A circus artist is climbing from the
ground along a rope stretched from
the top of a vertical pole and tied to
peg at the ground. The height of the
pole is 12 m and the angle made by
the rope with the ground level is 30°.Calculate the distance covered by the artist in climbing to the top of the pole.

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Answer 1

Answer:

the given situation forms a right angled triangle in which the perpendicular forms a tower of height 12m and hypotenuse forms a length of rope to which artist is climbing and the angle made by rope with the horizontal is 30 degree.

so by

Sin Φ = p / H

1/2 = 12/ H

H= 12X 2 = 24m.

Answer 2

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