9y=4x-18 linear if so put in standard form

Question

9y4x-18  linear if so write standard form

Answer 1

Standard Form:
Standard form means that the equation is in the form Ax + By = C.
A, B, and C are constants (real numbers), but that cant be fractions, and A must be positive.

You are given the equation:
9y = 4x - 18

All we have to do for this equation, to put it into standard form, is subtract 4x from both sides and divide by a -1 to make the Ax term positive. Here we go:
-4x + 9y = -18

4x - 9y = 18         Here is your answer :D

*You already know that the line is linear because x is only raised to the 1st power.