# Divide (12v^4+8v^3+32)÷4v (12v4+8v3+32)÷4v
Rewrite the division as a fraction.
12v4+8v3+324v
Cancel the common factor of 12v4+8v3+32 and 4.
Factor 4 out of 12v4.
4(3v4)+8v3+324v
Factor 4 out of 8v3.
4(3v4)+4(2v3)+324v
Factor 4 out of 4(3v4)+4(2v3).
4(3v4+2v3)+324v
Factor 4 out of 32.
4(3v4+2v3)+4⋅84v
Factor 4 out of 4(3v4+2v3)+4(8).
4(3v4+2v3+8)4v
Cancel the common factors.
Factor 4 out of 4v.
4(3v4+2v3+8)4(v)
Cancel the common factor.
4(3v4+2v3+8)4v
Rewrite the expression.
3v4+2v3+8v
3v4+2v3+8v
3v4+2v3+8v
Split the fraction 3v4+2v3+8v into two fractions.
3v4+2v3v+8v
Split the fraction 3v4+2v3v into two fractions.
3v4v+2v3v+8v
Cancel the common factor of v4 and v.
Factor v out of 3v4.
v(3v3)v+2v3v+8v
Cancel the common factors.
Raise v to the power of 1.
v(3v3)v1+2v3v+8v
Factor v out of v1.
v(3v3)v⋅1+2v3v+8v
Cancel the common factor.
v(3v3)v⋅1+2v3v+8v
Rewrite the expression.
3v31+2v3v+8v
Divide 3v3 by 1.
3v3+2v3v+8v
3v3+2v3v+8v
3v3+2v3v+8v
Cancel the common factor of v3 and v.
Factor v out of 2v3.
3v3+v(2v2)v+8v
Cancel the common factors.
Raise v to the power of 1.
3v3+v(2v2)v1+8v
Factor v out of v1.
3v3+v(2v2)v⋅1+8v
Cancel the common factor.
3v3+v(2v2)v⋅1+8v
Rewrite the expression.
3v3+2v21+8v
Divide 2v2 by 1.
3v3+2v2+8v
3v3+2v2+8v
3v3+2v2+8v
Divide (12v^4+8v^3+32)÷4v   ## Download our App from the store

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