Asked by carolina

a tree is situated on level ground from a point 135 feet from the base of the tree the measure of the angle of elevation from the ground to the top of the tree is 43 degrees which is the height of the tree to the nearest foot?
Answered by bobpursley
height=tan43*135
Answered by Anonymous
fse
Answered by Anonymous
obama
Answered by Anonymous
height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135height=tan43*135
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