Find the whether or not the second polynomial is a factor of the first

1.	Find the whether or not the second polynomial is a factor of the first [a] xpower2-4x+4,x-2
Answer» Find WHETHER or not the Second Polynomial is a Factor of the First. - ${x }^{2} - 4x + 4 \: and \: x - 2$ Answer: The Second Polynomial is a Factor of the First Polynomial. Solution: You can Find whether a Given Polynomial is a Factor of another Polynomial by Division of the Polynomials.. Dividing these, you'll get the Quotient as - => (x^2 - 4x + 4) ÷ (x - 2) = (x - 2). HOPE THIS HELPS... Have a GREAT Time USING Brainly.... Please Give a Thanks if you're satisfied with the answer.... Also, Do not Forget to MARK the Brainliest if you think this is the Best answer....

Find the whether or not the second polynomial is a factor of the first [a] xpower2-4x+4,x-2

Answer»

Find WHETHER or not the Second Polynomial is a Factor of the First. -

${x }^{2} - 4x + 4 \: and \: x - 2$

Answer:

The Second Polynomial is a Factor of the First Polynomial.

Solution:

You can Find whether a Given Polynomial is a Factor of another Polynomial by Division of the Polynomials..

Dividing these, you'll get the Quotient as -

=> (x^2 - 4x + 4) ÷ (x - 2)

= (x - 2).

HOPE THIS HELPS...

Have a GREAT Time USING Brainly....

Please Give a Thanks if you're satisfied with the answer....

Also, Do not Forget to MARK the Brainliest if you think this is the Best answer....