Evaluate -(2(2)(3))/(4(-1)+6)

Math
-2(2)(3)4(-1)+6
Reduce the expression by cancelling the common factors.
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Cancel the common factor of 2 and 4(-1)+6.
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Factor 2 out of 2(2)(3).
-2((2)⋅(3))4(-1)+6
Cancel the common factors.
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Factor 2 out of 4(-1).
-2((2)⋅(3))2(2⋅-1)+6
Factor 2 out of 6.
-2((2)⋅(3))2(2⋅-1)+2(3)
Factor 2 out of 2(2⋅-1)+2(3).
-2((2)⋅(3))2(2⋅-1+3)
Cancel the common factor.
-2((2)⋅(3))2(2⋅-1+3)
Rewrite the expression.
-(2)⋅(3)2⋅-1+3
-(2)⋅(3)2⋅-1+3
-(2)⋅(3)2⋅-1+3
Multiply 2 by 3.
-62⋅-1+3
-62⋅-1+3
Simplify the denominator.
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Multiply 2 by -1.
-6-2+3
Add -2 and 3.
-61
-61
Simplify the expression.
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Divide 6 by 1.
-1⋅6
Multiply -1 by 6.
-6
-6
Evaluate -(2(2)(3))/(4(-1)+6)

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