Question

Solve ry + s = tx - m for y. Explain each step in your solution.

Would there be any limitations for the value of each variable? If so, explain the limitation.
Please give a correct answer

Answer 1

The value of y is
`(tx-m-s)/(r)` where the limitation for the variable r is
`r\\eq 0`

Step-by-step explanation:

The expression is
`r y+s=t x-m`

To determine the value of y, let us simplify the equation.

Subtracting both sides by s, we have,

`r y=t x-m-s`

Dividing both sides by r, we get,

`y=(tx-m-s)/(r)`

Thus, the value of y is
`(tx-m-s)/(r)`

The limitations of the variable are only
`r\\eq 0`. Because if
`r=0`, then the solution of y would be undefined.

Hence, the limitations of the variable is
`r\\eq 0`