Which ordered pair is a solution of the equation y=-11x+4? **WILL MEDAL**
a. (0,-7) b. (-1,-7) c. (1,-7) d. (2,26)
Try plugging in each answer choice until you find one that works
@StudyGurl14 that's where I need help I don't understand how
Remembered an ordered pair is (x,y) You have y = -11x + 4 Plug in For example, using answer choice A (0,-7) (-7) = -11(0) + 4 -7 \(\neq\) 4 So a is out
I'm sorry I still don't understand how to do it @StudyGurl14
Notice answer choice A is (0,-7) right?
Yeah
Since ordered pairs are (x,y), this means that answer choice A has x = 0, and y = -7
They give you the equation of the line y = -11x + 4
For an ordered pair to be a solution, it MUST result in a true equation when plugged in
So using answer choice A, x = 0, y = -7 y = -11x + 4 Notice the equation has x and y. Plug in the known vallues (-7) = -11(0) + 4 -7 = 0 + 4 -7\(\neq\)4 Since -7 does not equal 4, you know that (0,-7) is not a point on the line
so...b would be (-7)=-11(-1)+4 -7=-1+4
or am I mixing up the numbers @StudyGurl14
no, perfect
except -11(-1) isn't -1
ummm would it be 0 like the first equation?
@StudyGurl14
No. -11 times -1 = 11
So would it be a positive 1
@StudyGurl14
@StudyGurl14 If you're too busy do you know someone who can help so I can get out of your way (I know it sucks I don't understand I'm sorry.)
It would be positive 11
I'm so sorry! I help so many people at once that I need tags to remind me. Really, feel free to tag me with every post so I am reminded to come back
so... (-7)=-11(11)+4 -7=-1+4 why in the first equation is it 0 though?
No, it is (-7) = -11(-1) + 4 -7 = 11 + 4
Oh
so that's wrong too because 15 does not equal 4
exactly! See, you're getting it
Well, actually 15 does not equal -7, but yeah
-7 \(\neq\) 15
Now let's do C (1, -7)
so c would be... (-7) = -11(1) + 4 -7 = -11 + 4
-11+4=-7
Yep
good job
So....does C work?
Yes..? I think
yes!
yay thank you so much!
anytime :)
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