Answer:
The height of the tree is 33.6 ft.
Explanation:
Let the height of the tree be y ft. By condition; <span>tan 38= y/43 or y= 43 tan 38 or y=33.6</span>ft [Ans]
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38. Slice it by forming a trapezoid on top, a 4x4 square in the middle, and then a triangle at the bottom.
39. Slice it by forming two separate triangles on top, a right triangle, and a scalene triangle. The last figure at the bottom should be another trapezoid with a height of 2.
It must be less than 90 because acute triangles have angle under 90
