The height of a house is 52 ft. A tree beside the house is 7.5 ft more than twice as tall. What is the height, in feet, of the tree? PLS HELP ILL PAY U

Answers

Using mathematical expression to solve the word problem, the height of the tree is calculated as: 11.5 ft.

How to Solve Word Problem?

To solve a word problem like the one given above, translate each of the statements into mathematical expressions using numbers and operation signs.

Height of the house = 52 ft

Height of the tree = (2(52) + 7.5) ft

Thus, to find the actual height of the tree, simplify the expression formed from the word problem above:

Height of the tree = (2(52) + 7.5) ft = (104 + 7.5) ft

Height of the tree = 111.5 ft

Thus, by solving the word problem using mathematical expression, the height of the tree is calculated as: 11.5 ft.

mathematical expressionto solve theword problem, the height of the tree is calculated as: 11.5 ft.## How to Solve Word Problem?

solveaword problemlike the one given above, translate each of the statements intomathematical expressionsusing numbers and operation signs.simplifytheexpressionformed from theword problemabove:word problemusingmathematical expression, the height of the tree is calculated as: 11.5 ft.word problemon: