Question

Math question

Answer 1

Well do you understand how to actually do it?

Answer 2

Oh boy.

Answer 3

Ok can you graph it on here, via draw tool

Answer 4

Nullius in verba, can you explain how you drew it, like what steps you took, I don't mean to doubt you, but I just want to know you understand :)

Answer 5

Ok lets look at B, a nice way to graph these, lets say without points (ignore the intersection right now) is by just using the intercepts, so what are the x and y intercepts for the equations in question B?

Answer 6

Lets focus on 3x-y=1, the x and y intercepts are a very easy way to graph lines, as we are basically just connecting the dots. To find the x - intercept we let y = 0 and solve for x, for y - intercept we set x = 0 and solve for y, so try finding the intercepts again for this equation.

Answer 7

We are finding the intercepts, with the following method above, really what we're doing is finding two points which will let us graph the linear line. So we have the equation \[3x-y=1\]
now lets solve for the intercepts, starting off by letting y = 0 (to solve for x intercept) \[3x-(0)=1 \implies 3x=1 \implies x = \frac{ 1 }{ 3 }\] so our x - intercept is 1/3 for this equation, which means we have the point \[(\frac{ 1 }{ 3 },0)\] similarly for the y - intercept we let x = 0 and solve for y, can you solve for y here?

Answer 8

I think you meant y = -1 right?

Answer 9

Our point then is (0,-1) now we have two points for this equation (1/3,0) and (0,-1) and now we can graph this equation easily

Answer 10

notice here we just connect the two dots and make our line