# Evaluate (14-3)^2+(16-14÷7)

(14-3)2+(16-14÷7)
Remove parentheses.
(14-3)2+16-14÷7
Find the common denominator.
Write (14-3)2 as a fraction with denominator 1.
(14-3)21+16-14÷7
Multiply (14-3)21 by 77.
(14-3)21⋅77+16-14÷7
Multiply (14-3)21 and 77.
(14-3)2⋅77+16-14÷7
Write 16 as a fraction with denominator 1.
(14-3)2⋅77+161-14÷7
Multiply 161 by 77.
(14-3)2⋅77+161⋅77-14÷7
Multiply 161 and 77.
(14-3)2⋅77+16⋅77-14÷7
(14-3)2⋅77+16⋅77-14÷7
Combine fractions with similar denominators.
(14-3)2⋅7+16⋅7-147
Simplify the expression.
Subtract 3 from 14.
112⋅7+16⋅7-147
Raise 11 to the power of 2.
121⋅7+16⋅7-147
Multiply 121 by 7.
847+16⋅7-147
Multiply 16 by 7.
847+112-147
847+112-147
Reduce the expression 847+112-147 by cancelling the common factors.
Factor 7 out of 847.
7⋅121+112-147
Factor 7 out of 112.
7⋅121+7⋅16-147
Factor 7 out of 7⋅121+7⋅16.
7⋅(121+16)-147
Factor 7 out of -14.
7⋅(121+16)+7⋅-27
Factor 7 out of 7⋅(121+16)+7(-2).
7⋅(121+16-2)7
Factor 7 out of 7.
7⋅(121+16-2)7(1)
Cancel the common factor.
7⋅(121+16-2)7⋅1
Rewrite the expression.
121+16-21
121+16-21
Simplify the expression.
Divide 121+16-2 by 1.
121+16-2