Which of the following equations would graph a line parallel to 3x -y=7? A. y=7x-3 B. y=-3x+7 C. y=-7x+3 D. y=3x
do you know what slope means first of all?
Yes, I know the equation to find slope.
place the equation in point-intercept form y=mx+b then find the equation that has the same m (which is parallel to the line)
no not to find slope the meaning of slope
then know the meaning of what parallel is
I know what slope and parallel mean, but I can't put it into words.
y = mx+b Can you locate the slope in this formula?
m = slope
Put this: 3x -y=7 in slope intercept form
y=3x+7 Is this correct?
Okay when we moved everything to the right... -y= -3x +7 Now, when you divide by a negative don't all your signs change @babysmith ? So double check that...
i mean you do not need to put slope and parallel into words just know what they mean in saying parallel means their slope must be the same
Okay, then yes I understand that.
So once you divided by that -1... you should have gotten what @babysmith ?
|dw:1384492407707:dw|
@babysmith -y= -3x +7 Can you solve this? Capturing your earlier mistake?
I don't understand what I'm supposed to divide for. I thought I would leave the equation like this.
You should never have a -y... it should always be positive so divide by negative on both sides.. and tell me what you get.
y = x+7 ?
\[\frac{ -y }{ -1 }=\frac{ -3x }{ -1 }-\frac{ 7 }{ -1 }\]
Try again
y = 3x - 7 ?
It should be plus 7... like you had before. Just make sure you keep in mind every single sign. y = 3x + 7 They both had double negatives...
Being with what @iforgot told you.. that a parallel line would have the same slope... which answer would you choose?
Ohhh okay I didn't notice the subtractions sign.
Any ideas @babysmith ?
B.
The sign does matter @babysmith
Actually, y = 3x - 7 is correct.
Parallel lines have the same slope. So whatever the answer is, it must have the same slope as y = 3x - 7. @babysmith, what is the slope of y = 3x - 7 ?
3.
Oh my goodness that was so simple. I didn't even realize
So which answer choice has the same slope?
D!
There we go. We all have to watch our signs. They are the cause of much trouble in mathematics if we mix them up. Even I myself have to watch it.
Thank you all! (I never had a problem in mathematics until I started online school, fyi.)
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