I need some help with slope-intercept forms
Here is the question..
Find the slope first :) \[\LARGE \frac{y_2-y_1}{x_2-x_1}=slope\] \[\LARGE \frac{-3-1}{3-1}=slope\]
Ok I found that the slope is -2, is that correct? If so what do I do next?? Thank you for helping.
@pooja195
Good -2 is correct now we ahve y=-2x+b To find the b value just take one of the given coordinates an plug them into the equation
And I take the x from one of the x coordinated too? Or no @pooja195 ?
-3=-2(1)+b solve for b
So, 1 would be B. -3=-2(1) + 1 @pooja195
No -2 times 1 =?
-2 + 1 would be -2. Oops. I am still not getting the correct answer though
@pooja195
-3=-2+b add 2 to both sides -3+2=?
So -1 would equal B
Yes
y=-2x+b <--- replace with -1
Our equation doesn't show up on the multiple choice as one of the possible equations..
@pooja195
Can you show me the choices?
@pooja195
Slope is wrong
Oooh. Huh.
\[\LARGE \frac{y_2-y_1}{x_2-x_1}=slope\] \[\LARGE \frac{1--3}{3-1}=\]
Find the slope
Ok so the slope is positive 2.
Correct y=2x+b You can use either (x,y) point you want..the answer will be the same: (1,-3). y=mx+b or -3=2 × 1+b, or solving for b: b=-3-(2)(1).
Can you solve for b?
B would be 5, correct? Or -5
Yes -5 is correct y=2x+b<---replace with -5
Ok so the answer would be D. y=2x-5
Yay! I got a 100%, thank you very much for helping me and not just giving me the answer. :D
yw ^_^
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