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A 6-foot-tall man standing on the ground casts a shadow. The angle of the elevation of the Sun is 20°. How long is the shadow? Round your answer to the nearest tenth of a foot.
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If the ground is level, you will have a 90 degree or right triangle.
\[x=\frac{6}{\tan(20)}\] use a calcular
Is the scenario in the image I've attached correct?
If so, then you can use trigonometry as satellite73 has shown.
tan(20) will be equal to the adjacent side (the shadow length) divided by the opposite side. Rearranging gives the formula a=6/tan(20)
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\[6 \text{ Cot}\left[\frac{\pi }{9}\right] \]
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