Simplify (-32g^5+6g^3)÷(g^4)

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(-32g5+6g3)÷g4
Rewrite the division as a fraction.
-32g5+6g3g4
Factor 2g3 out of -32g5+6g3.
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Factor 2g3 out of -32g5.
2g3(-16g2)+6g3g4
Factor 2g3 out of 6g3.
2g3(-16g2)+2g3(3)g4
Factor 2g3 out of 2g3(-16g2)+2g3(3).
2g3(-16g2+3)g4
2g3(-16g2+3)g4
Cancel the common factor of g3 and g4.
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Factor g3 out of 2g3(-16g2+3).
g3(2(-16g2+3))g4
Cancel the common factors.
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Factor g3 out of g4.
g3(2(-16g2+3))g3g
Cancel the common factor.
g3(2(-16g2+3))g3g
Rewrite the expression.
2(-16g2+3)g
2(-16g2+3)g
2(-16g2+3)g
Factor -1 out of -16g2.
2(-(16g2)+3)g
Rewrite 3 as -1(-3).
2(-(16g2)-1(-3))g
Factor -1 out of -(16g2)-1(-3).
2(-(16g2-3))g
Simplify the expression.
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Rewrite -(16g2-3) as -1(16g2-3).
2(-1(16g2-3))g
Move the negative in front of the fraction.
-2(16g2-3)g
-2(16g2-3)g
Simplify (-32g^5+6g^3)÷(g^4)

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