Question

the solution of equation √5x-√11y=25 is ​

Answer 1

Answer: The solutions of given equation are $(0,-\frac{25}{\sqrt{11} } )$ and $( 5\sqrt{5} , 0 )$

Step-by-step explanation:

put x = 0

$-\sqrt{11} y=25\\\\y=-\frac{25}{\sqrt{11} }$

( x, y ) = $( 0,-\frac{25}{\sqrt{11} } )$

put y = 0

$\sqrt{5}x = 25\\\\x= \frac{25}{\sqrt{5} } \\\\x=5\sqrt{5}$

( x, y ) = $(5\sqrt{5} ,0)$