Graphing Coordinates, slopes, line equations, etc.

what1sth1s

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Jul 22, 2006
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hi my teacher was nice enough to let me do all my corrections on my failed test so that she could give me 50%. unfortunately she says she cant help me with them but the thing is if i didn't do the question i obviously don't know how to do it at all. so here i am. we learn at a really fast pace so maybe thats why this stuff isn't getting into my brain. heck i already forgot the stuff we did in the first week.

anyways here are some questions im stuck on.

What is the slope of all lines parallel to 8x-2y=5?

Write the equation of the line that contains (-5,8)?

Change 3x+2y-8=0 to y-intercept form (y=mx+b)

Write the equation of the line that contains (-1,7) and is parallel to the line y=-2x-5

Thanks a lot.
 
Re: Graphing Coordinates

what1sth1s said:
unfortunately she says she cant help me with them
I wish I knew what that means. Doesn't sound right to me.

What is the slope of all lines parallel to 8x-2y=5?
Slope-intercept form is always useful. Solve for 'y' and read the slope from the x-coefficient.

Write the equation of the line that contains (-5,8)?
A bit tricky, as it is not completely defined. ANY line through (-5,8)? I'll use the Point-Slope form. (y-8)=m*(x+5). Pick a value for 'm'.

Change 3x+2y-8=0 to y-intercept form (y=mx+b)
Isn't that the Slope-Intercept form? Anyway, just solve for 'y'. Can you do that? Please demonstrate.

Write the equation of the line that contains (-1,7) and is parallel to the line y=-2x-5
Same as the poorly defined one above. (y-7) = m(x+1), except we are given a slope, m = -2. Simple as that.

Reality Check - If you really are struggling with ALL these, you simply MUST go have a heart-to-heart chat with your teacher. You may be in the wrong class.
 
PKA Alert

"y-intercept form"
Am I out of date on this one? Is this new, less descriptive name beginning to invade textbooks?
 
Re: PKA Alert

tkhunny said:
"y-intercept form"
Am I out of date on this one? Is this new, less descriptive name beginning to invade textbooks?
Not as far as I know! That form is the slope-intercept form.
The intersept form is:

\(\displaystyle \L
\frac{x}{a} + \frac{y}{b} = 1\quad \left[ {ab \not= 0} \right]\)
 
I feel better. Always good to have an authoritative review.
 
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