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Juan is flying his kite on the football field. There is 70 meters of string between Juan and his kite. The string makes an angle of 38° with the ground. Find to the nearest meter how far above the ground the kite is flying. A) 43 meters B) 55 meters C) 89 meters D) 114 meters
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Let y be the how far above the ground the sky is flying... we know that \[\sin \theta= opposite side/hypothenuse\] in this case the opposite side is y and the hypothenuse is the string between Juan and his Kite \[\sin \theta=y/70 m\] \[70 m \times \sin 38=y\] \[43.096303272m=y\] Rounding off to the nearest meter we'll arrive at the answer y= 43 meters or simply letter A
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