solve by the method of cross multiplication m x minus ny = m square + n square and X + Y = 2 m
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mx - ny = m² + n²
x + y = 2m
mx - ny - (m² + n²) = 0 ------------(i)
x + y - 2m = 0 -----------------------(ii)
x y 1
-n -(m² +n²) m -n
1 -2m 1 1
x y 1
2mn +m² +n² 2m² - m² - n² m + n
x/ 2mn +m² +n² = 1/m +n
x/(m+n)² = 1/m+n
x(m + n) = (m+n)(m+n)
x = m+n
y/m²-n² = 1/m+n
y/(m+n)(m-n) = 1/m+n
y(m+n) = (m+n)(m-n)
y = m-n
hope, this will help you.
x + y = 2m
mx - ny - (m² + n²) = 0 ------------(i)
x + y - 2m = 0 -----------------------(ii)
x y 1
-n -(m² +n²) m -n
1 -2m 1 1
x y 1
2mn +m² +n² 2m² - m² - n² m + n
x/ 2mn +m² +n² = 1/m +n
x/(m+n)² = 1/m+n
x(m + n) = (m+n)(m+n)
x = m+n
y/m²-n² = 1/m+n
y/(m+n)(m-n) = 1/m+n
y(m+n) = (m+n)(m-n)
y = m-n
hope, this will help you.
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