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LCGERIN
Answered

what is the greatest common factor of 8x^3, -16x^4, and 48x^7​

Sagot :

NYLE07IN

The answer is 8x^3.

To prove if it is correct, try to apply common monomial factorization.

8x^3 (1 -2x + 6x^4)

  • To check, multiply 8x^3 to the quantity of (1 -2x + 6x^4), by applying the distributive property. The result must be 8x^3 -16x^4 + 48x^7.

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