x-y=a+b and ax+by=a^2-b^2 solve using cross multiplication method plz answer fast
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ax+by = (a-b)(a+b)
ax+by = (a-b)(x-y)
ax+by = (ax-ay-bx+by)
0 = -ay - bx
bx = -ay ----------> EQ(1)
x = -ay/b
then ;
x-y = a+b
-ay/b - y = a+b
-ay-by = ab + b^2
y = (a+b)b / - (a+b)
y = -b
then
x- y = a+b
x + b = a+b
x = a
ax+by = (a-b)(x-y)
ax+by = (ax-ay-bx+by)
0 = -ay - bx
bx = -ay ----------> EQ(1)
x = -ay/b
then ;
x-y = a+b
-ay/b - y = a+b
-ay-by = ab + b^2
y = (a+b)b / - (a+b)
y = -b
then
x- y = a+b
x + b = a+b
x = a
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