Factor (12÷3*(5(2^2+3^2)))/(7+3-6^2)

Math
12÷3⋅(5(22+32))7+3-62
Factor.
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Divide 12 by 3.
4⋅(5(22+32))7+3-62
Remove unnecessary parentheses.
4⋅5(22+32)7+3-62
4⋅5(22+32)7+3-62
Multiply 4 by 5.
20(22+32)7+3-62
Raise 6 to the power of 2.
20(22+32)7+3-1⋅36
Multiply -1 by 36.
20(22+32)7+3-36
Add 7 and 3.
20(22+32)10-36
Subtract 36 from 10.
20(22+32)-26
Reduce the expression 20(22+32)-26 by cancelling the common factors.
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Factor 2 out of 20(22+32).
2(10(22+32))-26
Factor 2 out of -26.
2(10(22+32))2(-13)
Cancel the common factor.
2(10(22+32))2⋅-13
Rewrite the expression.
10(22+32)-13
10(22+32)-13
Raise 2 to the power of 2.
10(4+32)-13
Raise 3 to the power of 2.
10(4+9)-13
Add 4 and 9.
10⋅13-13
Reduce the expression 10⋅13-13 by cancelling the common factors.
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Factor 13 out of 10⋅13.
13⋅10-13
Factor 13 out of -13.
13⋅1013(-1)
Cancel the common factor.
13⋅1013⋅-1
Rewrite the expression.
10-1
10-1
Divide 10 by -1.
-10
Factor (12÷3*(5(2^2+3^2)))/(7+3-6^2)

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