Analyze the diagram below and answer the question that follows. / images by e2020 frank stands 400 feet from the base from the statue of liberty. if the statue of liberty is 306 feet tall, what is the angle of elevation from frank to the top of the statue’s torch? round the answer to the nearest tenth. a. 36.9º b. 37.4º c. 52.6º d. 53.1º

if the statue of liberty is 306 feet tall, the angle of elevation from frank to the top of the statue’s torch is a. 36.9º. if frank is 5.5 feet, one side of the triangle has the length of 306 ft - 5.5 ft = 300.5 ft and it is an opposite to the angle. the other side is 400 ft and it is an adjacent. let θ be the angle of elevation. tanθ = opposite/adjacent = 300.5/400. θ = tan^(-1)(300.5/400) = 36.9°.

its an acute right triangle

step-by-step explanation: