# Divide (8h-8x^2-8h^2)/(2h) 8h-8×2-8h22h
Cancel the common factor of 8h-8×2-8h2 and 2.
Factor 2 out of 8h.
2(4h)-8×2-8h22h
Factor 2 out of -8×2.
2(4h)+2(-4×2)-8h22h
Factor 2 out of 2(4h)+2(-4×2).
2(4h-4×2)-8h22h
Factor 2 out of -8h2.
2(4h-4×2)+2(-4h2)2h
Factor 2 out of 2(4h-4×2)+2(-4h2).
2(4h-4×2-4h2)2h
Cancel the common factors.
Factor 2 out of 2h.
2(4h-4×2-4h2)2(h)
Cancel the common factor.
2(4h-4×2-4h2)2h
Rewrite the expression.
4h-4×2-4h2h
4h-4×2-4h2h
4h-4×2-4h2h
Factor 4 out of 4h-4×2-4h2.
Factor 4 out of 4h.
4(h)-4×2-4h2h
Factor 4 out of -4×2.
4(h)+4(-x2)-4h2h
Factor 4 out of -4h2.
4(h)+4(-x2)+4(-h2)h
Factor 4 out of 4(h)+4(-x2).
4(h-x2)+4(-h2)h
Factor 4 out of 4(h-x2)+4(-h2).
4(h-x2-h2)h
4(h-x2-h2)h
Apply the distributive property.
4h+4(-x2)+4(-h2)h
Simplify.
Multiply -1 by 4.
4h-4×2+4(-h2)h
Multiply -1 by 4.
4h-4×2-4h2h
4h-4×2-4h2h
Split the fraction 4h-4×2-4h2h into two fractions.
4h-4x2h+-4h2h
Split the fraction 4h-4x2h into two fractions.
4hh+-4x2h+-4h2h
Cancel the common factor of h.
Cancel the common factor.
4hh+-4x2h+-4h2h
Divide 4 by 1.
4+-4x2h+-4h2h
4+-4x2h+-4h2h
Move the negative in front of the fraction.
4-4x2h+-4h2h
Cancel the common factor of h2 and h.
Factor h out of -4h2.
4-4x2h+h(-4h)h
Cancel the common factors.
Raise h to the power of 1.
4-4x2h+h(-4h)h1
Factor h out of h1.
4-4x2h+h(-4h)h⋅1
Cancel the common factor.
4-4x2h+h(-4h)h⋅1
Rewrite the expression.
4-4x2h+-4h1
Divide -4h by 1.
4-4x2h-4h
4-4x2h-4h
4-4x2h-4h
Divide (8h-8x^2-8h^2)/(2h)     