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99x-101y=499...

99x-101y=499

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Solve the simultaneous equations 101x+99y=501, 99 x+101y=499

Solve the following system of equations: 99 x+101 y=499 ,\ \ \ \ \ 101 x+99 y=501

Prove that x+y=5 when 101x+99y=499 and 99x+101y=501.

Solve (by any method) : 101x+99y=499 99x+101y=501

If log_(10) (frac{ x^3 - y^3}{ x^3 + y^3} ) = 2 , show that dy/dx = frac{-99x^2}{101y^2}

If log_(10)(frac{x^3 -y^3}{x^3+y^3}) =2 , then show that dy/dx = (-99x^2)/(101y^2)

trace the following conics 9x^(2)-24xy+16y^(2)-18x-101y+19=0

101xx99

Find the value of the following expression: 101xx101+99xx99

Evaluate the following. -101-(-99)