Simplify (8x^6-24x^3)/(4x^3)

Math
8×6-24x34x3
Factor 8×3 out of 8×6-24×3.
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Factor 8×3 out of 8×6.
8×3(x3)-24x34x3
Factor 8×3 out of -24×3.
8×3(x3)+8×3(-3)4×3
Factor 8×3 out of 8×3(x3)+8×3(-3).
8×3(x3-3)4×3
8×3(x3-3)4×3
Cancel the common factor of 8 and 4.
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Factor 4 out of 8×3(x3-3).
4(2×3(x3-3))4×3
Cancel the common factors.
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Factor 4 out of 4×3.
4(2×3(x3-3))4(x3)
Cancel the common factor.
4(2×3(x3-3))4×3
Rewrite the expression.
2×3(x3-3)x3
2×3(x3-3)x3
2×3(x3-3)x3
Cancel the common factor of x3.
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Cancel the common factor.
2×3(x3-3)x3
Divide 2(x3-3) by 1.
2(x3-3)
2(x3-3)
Apply the distributive property.
2×3+2⋅-3
Multiply 2 by -3.
2×3-6
Simplify (8x^6-24x^3)/(4x^3)

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