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Tangent theta=the height of the tree/the distance of the tree
Based on this tree, I walked away in a straight line. Supposed that the distance could be 55 feet. I also assumed that my height measures 5 feet and 4 inches. Next, I want to measure the angle of this tree. Using the protractor, I have measured it about 48 degrees.
Moreover, I have now these measurements. We will now used the formula to get the height of the tree which is Tangent theta divided by the distance of the tree. With that, I used the calculator to get the angle by Tangent 48 degrees which is 1.11. Now, lets input the value of the formula.
1.11=height of the tree/55 feet
Multiply both sides of 55 so the height we get is 61.08 feet. And then we need to factor using my height by adding it so,
61.08 + 5.4= 66.48 feet.
Now the height of this tree is 66.48 feet
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