# Divide (14x^2-14x^4-35x^2)÷(-7x^2)

(14×2-14×4-35×2)÷(-7×2)
Rewrite the division as a fraction.
14×2-14×4-35×2-7×2
Simplify the numerator.
Subtract 35×2 from 14×2.
-14×4-21×2-7×2
Factor 7×2 out of -14×4-21×2.
Factor 7×2 out of -14×4.
7×2(-2×2)-21×2-7×2
Factor 7×2 out of -21×2.
7×2(-2×2)+7×2(-3)-7×2
Factor 7×2 out of 7×2(-2×2)+7×2(-3).
7×2(-2×2-3)-7×2
7×2(-2×2-3)-7×2
7×2(-2×2-3)-7×2
Cancel the common factor of 7 and -7.
Factor 7 out of 7×2(-2×2-3).
7(x2(-2×2-3))-7×2
Cancel the common factors.
Factor 7 out of -7×2.
7(x2(-2×2-3))7(-x2)
Cancel the common factor.
7(x2(-2×2-3))7(-x2)
Rewrite the expression.
x2(-2×2-3)-x2
x2(-2×2-3)-x2
x2(-2×2-3)-x2
Cancel the common factor of x2.
Cancel the common factor.
x2(-2×2-3)-x2
Rewrite the expression.
-2×2-3-1
Move the negative one from the denominator of -2×2-3-1.
-1⋅(-2×2-3)
-1⋅(-2×2-3)
Rewrite -1⋅(-2×2-3) as -(-2×2-3).
-(-2×2-3)
Apply the distributive property.
-(-2×2)–3
Multiply -2 by -1.
2×2–3
Multiply -1 by -3.
2×2+3
Divide (14x^2-14x^4-35x^2)÷(-7x^2)