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Padra is planning to create a lounge area on the north side of his house that is shaded from the sun by the house. he attaches a rope to the edge of the roof ten feet above the ground. at exactly 3:00 p.m., padra pulls his end of the rope to where the shadow of the roof ends on the ground, and he sees that the rope and the ground create a 52° angle. he marks this as the boundary for his construction. approximately how far away from the base of the house must padra extend the lounge area?

Respuesta :

nobillionaireNobley
The model represents a right angle with one of the legs 10 ft long and the angle opposite the given leg is 52 degrees.

Let the required length be x, then tan 52 = 10 / x
x = 10 / tan 52 = 7.81 feet.

Therefore, he can extend the lounge area to approximately, 7.81 feet long.
PKinakin

7.81 Feet

Hope this helps!

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