mx + ny = m2 - n2 and ny + mx = 0, find the value of ( x + y ).
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mx + ny = m² - n² ..........(1)
nx + my = 0 ..........(2)
multiplying n with equation (1) and m with equation (2),
mnx + n²y = m²n - n³ ..........(1)
mnx + m²y = 0 ............(2)
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(n² - m²)y = n(m² - n²) => y = -n
put y = -n in equation (1),
mx - n² = m² - n² => x = m
so, (x + y) = m - n
hence, value of (x + y) is (m - n)
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