Question

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13x−6y=22
Whats x and y

Answer 1

The value of
`x= \frac{\bf {22+6y}}{\bf 13}` and
`y= \frac{\bf {13x-22}}{\bf 6}`

Explanation:

Given equation is
`13x-6y =22`

To find the values of x and y:

First find the value of x from the given equation

`13x-6y =22`

`13x =22-6y`

`x =(22-6y)/(13)`

Now find the value of y from the given equation

`13x-6y =22`

`-6y =22-13x`

`y =(22-13x)/(-6y)`

`y =-(22-13x)/(6y)`

`y =(-22+13x)/(6y)`

`y =(13x-22)/(6y)`

Therefore the values of x and y are
`x= \frac {22+6y}{13}` and
`y= \frac {13x-22}{6}`