Solve the given equation :-
bx÷a - ay÷b + (a+b) = 0
bx - ay + 2ab = 0
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Since: Bx/a -ay/b+a+b =0.
So a and b do not equal to zero.
Then make the two sides of the first equation multiply a.
That is:Bx-a^2y/b+a^2+ba=0.
Use this equation to minus the first equation.
That is:(a^2/b-a)y+ab-a^2=0.
Now you can get the value of y.
It should equals b.
Put y=b into the first equation
and you can know the value of x which should be
x= -ab/B.
So a and b do not equal to zero.
Then make the two sides of the first equation multiply a.
That is:Bx-a^2y/b+a^2+ba=0.
Use this equation to minus the first equation.
That is:(a^2/b-a)y+ab-a^2=0.
Now you can get the value of y.
It should equals b.
Put y=b into the first equation
and you can know the value of x which should be
x= -ab/B.
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