if one of the factor of x²z² - 1 is (xz -1), what is the other factor?​

Sagot :

Answer:

The other factor is: xz + 1

Step-by-step explanation:

  • If you know your special products, you can dee that the given expression x²z² - 1 is considered a difference of two squares.
  • Since we already know the other factor, which is xz - 1, we can simply get the other factor by changing the sign of the factor:

       xz - 1 ⇒ xz + 1

  • Because the factors of an expression in the form of a² - b² is (a -b)(a + b).
  • Or you could just simply divide the given expression by the given factor.

Ex. (x²z² - 1) ÷ (xz - 1) = (xz + 1)

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» The other factor of x²z² - 1 is (xz -1) is xz + 1