Question

Solve ax + by = c for y a. v=cb/(ax b. y= c-ax_b c. y=c+b/a d. y=C-aby

Answer 1

To solve for y in the equation

`ax+by=c`

We first subtract ax from both sides to get

`ax+by-ax=c-ax`
`by=c-ax`

Finally, dividing both sides by b gives

`(by)/(by)=(c-ax)/(b)`
`\boxed{y=(c-ax)/(b)\text{.}}`

which is our answer! Hence, choice B is the correct option.