I have to solve this by graphing how do i even get a line for Y=|5-x|?(other equation is Y=-3x+3)?

Question

i was given to equations and had to graph them they are
Y=|5-x| & Y=-3x+3. Although i can figure out the Y=-3x+3 i dont exactly know how to do the other one. And the staight lines are absolute value if someone didnt know that. So i would just like some one to help me figure what to do with the Y=|5-x|. Thanks to all that can help me!

when we are graphing we are doing the shading stuff so you know an area where it would work.

i was kind of confused woud there be shading or a point and from my graph it looks like a weird point any help find it

Answer 1

First, plug numbers into the equation and plot those values (I would usually choose 0, and then -5, 5 or what ever you feel like choosing). For the first, if x=1 then the absolute value of 5-1 is 4. Do this for positive and negative numbers. The answer should always be a positive number so y will always be plotted above the x axis. It should look like a V when you are finished. As for shading, just use test numbers. I always found that to be the easiest way to make sure that I have it right. Feel free to reply if you need any clarification.

Answer 2

y= [5-x] will look like a " V " on the graph

The bottom of the V will be on (5,0) then go up with a slope of 1 to the right and a slope of -1 to the left

Answer 3

draw a v from 0,5 down to 5,0 up to 10,5

look for the intersection with the other line

Answer 4

You need to first ask champ bailey to find the Y intercept.....he led the NFL in interceptions last year.

Answer 5

nicely, idk wat u advise via graphing, yet i will remedy it devoid of that fixing the two equations take 3x-y+ (-x)+y=10+(-4) u try this to do away with the y variable. thats 2x=6 so x=3. replace this into the 2nd equation -(3)+y= -4 y-3+3= -4+3 y=-one million so, x=3,y= -one million