# Divide (16x^8-48x^7+40x^3)/(-8x^3) 16×8-48×7+40×3-8×3
Factor 8×3 out of 16×8-48×7+40×3.
Factor 8×3 out of 16×8.
8×3(2×5)-48×7+40×3-8×3
Factor 8×3 out of -48×7.
8×3(2×5)+8×3(-6×4)+40×3-8×3
Factor 8×3 out of 40×3.
8×3(2×5)+8×3(-6×4)+8×3(5)-8×3
Factor 8×3 out of 8×3(2×5)+8×3(-6×4).
8×3(2×5-6×4)+8×3(5)-8×3
Factor 8×3 out of 8×3(2×5-6×4)+8×3(5).
8×3(2×5-6×4+5)-8×3
8×3(2×5-6×4+5)-8×3
Cancel the common factor of 8 and -8.
Factor 8 out of 8×3(2×5-6×4+5).
8(x3(2×5-6×4+5))-8×3
Cancel the common factors.
Factor 8 out of -8×3.
8(x3(2×5-6×4+5))8(-x3)
Cancel the common factor.
8(x3(2×5-6×4+5))8(-x3)
Rewrite the expression.
x3(2×5-6×4+5)-x3
x3(2×5-6×4+5)-x3
x3(2×5-6×4+5)-x3
Cancel the common factor of x3.
Cancel the common factor.
x3(2×5-6×4+5)-x3
Rewrite the expression.
2×5-6×4+5-1
Move the negative one from the denominator of 2×5-6×4+5-1.
-1⋅(2×5-6×4+5)
-1⋅(2×5-6×4+5)
Rewrite -1⋅(2×5-6×4+5) as -(2×5-6×4+5).
-(2×5-6×4+5)
Apply the distributive property.
-(2×5)-(-6×4)-1⋅5
Simplify.
Multiply 2 by -1.
-2×5-(-6×4)-1⋅5
Multiply -6 by -1.
-2×5+6×4-1⋅5
Multiply -1 by 5.
-2×5+6×4-5
-2×5+6×4-5
Divide (16x^8-48x^7+40x^3)/(-8x^3)   ## Download our App from the store

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