The carving of George Washington’s face is 60 feet tall. The height of Washington’s face is 100 feet less than 4 times its width.

The equation to find the width of Washington’s face, using the variable f, is

4f - 100 = 60

Solve the equation given to find the width of Washington's face.

f =

feet

The question tells us to find the width of Washington’s face, using the variable f. The equation that we are to use in order to find this is given as 4f - 100 = 60

The next thing would be for us to take the like terms of the equation

4f - 100 = 60

4f = 60 + 100

The sign next to 100 changed to positive because it went over the equal to sign

4f = 160

divide through by 4

f = 160 / 4

f = 40

Hence the width of the face of George Washington is given as 40 ft

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The carving of George Washington’s face is 60 feet tall. The height of Washington’s face is 100 feet less than 4 times its width. The equation to find the width of Washington’s face, using the variable f, is4f - 100 = 60Solve the equation given to find the width of Washington's face.f = feet

Answer :

How to solve for the equation

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