Solve: x^2+50xy+609y^2-8yz-z^2
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Answer:
(x+21y−z)(x+29y+z)
Step-by-step explanation:
SOLUTION STEPS
x
2
+50xy+609y
2
−8yz−z
2
Consider x
2
+50xy+609y
2
−8yz−z
2
as a polynomial over variable x.
x
2
+50yx+609y
2
−8yz−z
2
Find one factor of the form x
k
+m, where x
k
divides the monomial with the highest power x
2
and m divides the constant factor 609y
2
−8yz−z
2
. One such factor is x+29y+z. Factor the polynomial by dividing it by this factor.
(x+29y+z)(x+21y−z)
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