Question

The equation of a line is given by Ax + By = C. Solve for y.(1 point)
Responses

y=C−AxB
y is equal to cap c minus cap A x over cap b

y=B(C−Ax)
y is equal to cap b times open paren cap c minus cap A x close paren

y=CB−AxB
y is equal to cap c over cap b minus cap A x over cap b

y=C−Ax

Answer 1

Subtract Ax and divide by B:
Ax + By = C
By = C − Ax
y = (C − Ax)/B (assuming B ≠ 0)

This matches the first choice: y = (C − Ax)/B.