David is standing on the deck of his treehouse which is 60 feet high in the tree and looking down at a 59degree angle. In the distance, he sees a deer.
How far is the deer from the tree in the nearest tenths of afoot?

We have been given that a man is in a tree-house 10 feet above the ground. He is looking at the top of another tree that is 22 feet tall.The bases of the trees are 30 feet apart.

To find the angle of elevation from the man's feet to the top of the tree, we will use tangent because we know adjacent side and opposite side to angle x.

Now, we will use arctan or inverse tan to solve for x as:

Upon rounding to nearest degree, we will get:

Therefore, the angle of elevation from the man's feet to the top of the tree is approximately 22 degrees.

David is standing on the deck of his treehouse which is 60 feet high in the tree and looking down at a 59degree angle. In the distance, he sees a deer. How far is the deer from the tree in the nearest tenths of afoot?

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David is standing on the deck of his treehouse which is 60 feet high in the tree and looking down at a 59degree angle. In the distance, he sees a deer.
How far is the deer from the tree in the nearest tenths of afoot?