Last one. Please help! Will medal! Which equations represent the line shown in the graph? Choose all answers that are correct. A. y-1=-4/3(x+1) B. 4x+3y=-1 C. 3x-4y=1 D. y=-4/3x-1/3 https://static.k12.com/calms_media/media/1511000_1511500/1511274/1/7fe8f24783527bc74e0dc3165760f3c25f30bc0e/MS_IMC-140805-180401.jpg
Any ideas?
I'm about 99% sure it's either B or D.
Or B&D.
Because it's multiple answers.
they are a couple of ways to do this: 1) write each line in y=mx+b form Find equation of line from graph match the correct options with line from graph 2) Plug in the 2 given points from graph into each option and see if each equation contains the 2 points, if they do then it matches with line of graph.
Yeah that's pretty much what I did, is it B&D? Or is it just one of them?
which method did you use?
I wrote each line in y+mx+b form and then found the line of equation.
ok great, so you got y = -4/3x - 1/3 so you know it must be D right?
Oh yeah, 100% D. But it's supposed to be multiple answers, so I think it may be B as the other option.
well you can be 100% sure , just rewrite B in y=mx+b form
Do the same for A and D as well .... there is a 3rd option that matches as well
Ok, x = -3/4 for B in y=mx+b form, y = 0 and y = 1/3
So I think B isn't it? Or is it?
hmm ok lets review writing in y=mx+b form the goal is to solve for the y variable step 1: move "x" term to opposite side of "y" term \[3y = - 4x-1\] step 2: Divide by y coefficient \[y = -\frac{4}{3}x - \frac{1}{3}\]
Now you can see it matches our line exactly. So both B and D are correct
Ok, and you said there was a third option that was correct. I'm thinking it's C.
why do you think its C? just put it in y=mx+b form and then you will know 100% .... no guessing
y= 3/4 x - 1/4 would be C in y=mx+b form. I'm in between A & C but what do you think?
yes correct and that line does not match line from graph C) is incorrect
So It's A, B, and D?
Yes but verify this for yourself .... Put A in y=mx+b form to make sure it matches
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