Simplify (10w^4+15w-5w^2)÷5w

Math
(10w4+15w-5w2)÷5w
Rewrite the division as a fraction.
10w4+15w-5w25w
Simplify the numerator.
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Factor 5w out of 10w4+15w-5w2.
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Factor 5w out of 10w4.
5w(2w3)+15w-5w25w
Factor 5w out of 15w.
5w(2w3)+5w(3)-5w25w
Factor 5w out of -5w2.
5w(2w3)+5w(3)+5w(-w)5w
Factor 5w out of 5w(2w3)+5w(3).
5w(2w3+3)+5w(-w)5w
Factor 5w out of 5w(2w3+3)+5w(-w).
5w(2w3+3-w)5w
5w(2w3+3-w)5w
Reorder terms.
5w(2w3-w+3)5w
5w(2w3-w+3)5w
Reduce the expression by cancelling the common factors.
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Cancel the common factor of 5.
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Cancel the common factor.
5w(2w3-w+3)5w
Rewrite the expression.
w(2w3-w+3)w
w(2w3-w+3)w
Cancel the common factor of w.
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Cancel the common factor.
w(2w3-w+3)w
Divide 2w3-w+3 by 1.
2w3-w+3
2w3-w+3
2w3-w+3
Simplify (10w^4+15w-5w^2)÷5w

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