solve fir x and y if x/a +y/b = a+b ,x/a^2+y/b^2=2
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Answer:
x/a+y/b=a+b
x/a^2+y/ab=1+b/a
x/a^2+y/b^2=2
subtracting,y/ab-y/b^2=1+b/a-2
y.(b-a)/ab^2=b/a-1=(b-a)/a
y/ab^2=1/a
y=b^2
x/a+b^2/b=a+b
x/a=a+b-b=a
x=a^2
so,x=a^2,y=b^2
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