https://static.k12.com/calms_media/media/1331000_1331500/1331297/1/c5c8e45fd70b35572ab9141472538d3ecb31705d/HS_AL1G2_S1_07_10_ART2.jpg Which is an equation of the given line in standard form? A. –8x + 9y = 23 B. –8x + 9y = –23 C. –8x + 7y = 25 D. –9x + 8y = –23
@pooja195
@AlexandervonHumboldt2
\(\sf\Large Slope = \frac{\color{blue}{y_2}-\color{red}{y_1}}{\color{green}{x_2}-\color{purple}{x_1}}\) Where the two points are in the form: \(\sf\Large (\color{purple}{x_1},\color{red}{y_1})~and~(\color{green}{x_2},\color{blue}{y_2})\)
So, @muneeb180 can you find the slope? (:
lol nope
@TheSmartOne
We have the two points (-4,-1) and (1/2,3) Plug them in. :)
Oh so I would do -4+3 and -1+1/2
right?
y-values go together and x-values go together
so its -1+3 and -4+1/2
it's subtraction, not addition so -1 -3 and - 4 - 1/2 = -4 - 0.5
-4 and -4.5
@TheSmartOne
@pooja195
@AlexandervonHumboldt2
@muneeb180 sorry i can't help because TheSmartOne doesn't allow me :(
???
Yes, the slope is -4/-4.5, or 4/4.5
I think it will be easiest to put it in slope intercept form then switch it to standard
Okay, so now, what is the y-intercept?
lol idk
easier to put into point-slope form and then convert :P y - y1 = m (x-x1)
4/4.5 = 8/9 = m
choose any point and plug in slope, which is m = 8/9
lol i got it
Standard Form: the standard form of a line is in the form Ax + By = C where A is a positive integer, and B, and C are integers. http://jwilson.coe.uga.edu/emt668/emat6680.2002/jackson/chapter%205%20lesson%20plan/day6.html
@muneeb180 Are the options correctly written? The coefficient of the x term should be positive in standard form.
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