The factors of (a-b)x + (a-b)y
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Answer:
(xa+b)(a+bx)(xa+b)(a+bx)
Step-by-step explanation:
The given equation is:
ab(x^2+1)+x(a^2+b^2)ab(x
2
+1)+x(a
2
+b
2
)
=abx^2+ab+xa^2+xb^2abx
2
+ab+xa
2
+xb
2
=xa^2+xb^2+abx^2+abxa
2
+xb
2
+abx
2
+ab
=xa^2+abx^2+xb^2+abxa
2
+abx
2
+xb
2
+ab
=xa(a+bx)+b(xb+a)xa(a+bx)+b(xb+a)
=(xa+b)(a+bx)(xa+b)(a+bx)
which is the required factorized form of the given equation.
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