Ask a question

find the value of c so that the graph of 3x-c=2y has a y-intercept of (0,5)

How do you solve this?

1 Answer by Expert Tutors

Tutors, sign in to answer this question.
Kimberly K. | Enthusiastic Tutor!Enthusiastic Tutor!
4.9 4.9 (51 lesson ratings) (51)

For this problem, they have given you most of the information you need.  You have an equation and you have a point on the graph.  All you have to do it plug the x and y values that they gave you into the equation and solve for c.  We know x=0 and y=5 so we get 3(0)-c=2(5).  Remembering order of operations, you need to multiply next which will give you 0-c=10.  In order to make c positive you can multiply by -1 and the result is c=-10 :)


You do not "make c positive" by multiplying by negative one. Instead you find the value of c by doing that operation on both sides of the equation.   Indeed, as shown by this correct result, c equals -10, and is therefore not made into anything. What Kimberly probably meant to say is that we are not interested in finding the value of -c, so we must multiply (or divide) by -1 to obtain the value of c.