# Factor (4-6w)-(3-8w)

(4-6w)-(3-8w)
Remove parentheses.
4-6w-(3-8w)
Factor -1 out of 4-6w-(3-8w).
Reorder the expression.
Reorder 3 and -8w.
4-6w-(-8w+3)
Move 4.
-6w-(-8w+3)+4
-6w-(-8w+3)+4
Factor -1 out of -6w.
-(6w)-(-8w+3)+4
Rewrite 4 as -1(-4).
-(6w)-(-8w+3)-1(-4)
Factor -1 out of -(6w)-(-8w+3).
-(6w-8w+3)-1(-4)
Factor -1 out of -(6w-8w+3)-1(-4).
-(6w-8w+3-4)
-(6w-8w+3-4)
Factor out the greatest common factor from each group.
Group the first two terms and the last two terms.
-((6w-8w)+3-4)
Factor out the greatest common factor (GCF) from each group.
-(2w(3-4)+1⋅(3-4))
-(2w(3-4)+1⋅(3-4))
Factor the polynomial by factoring out the greatest common factor, 3-4.
-((3-4)(2w+1))
Factor.
Subtract 4 from 3.
-(-1(2w+1))
Remove unnecessary parentheses.
–1(2w+1)
–1(2w+1)
Combine exponents.
Factor out negative.
-(-1(2w+1))
Multiply -1 by -1.
1(2w+1)
Multiply 2w+1 by 1.
2w+1
2w+1
Factor (4-6w)-(3-8w)

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