Algebra question below, will medal. Help please.
Do you know the formula for point-slope equation of a line?
@JoannaBlackwelder y-y1 = m(x - x1) right?
Right! So, what are y1, m, and x1?
y1 = 2, x1 = 5, m =3
Sweet. So, when you plug those numbers in the formula, what do you get?
y - 2 = 3(2 - X)
Close, but not quite. The y1 and m are plugged correctly, but you reversed the order of the x and x1 (also x1 is 5)
Oh, derp. I typed 2 instead of 5 haha. Ok so, it would be. y-2 = 3 (x - 5)
No worries. Great job!
@JoannaBlackwelder And for the second question that would make the answer 'C' correct?
You got it!
Awesome, I think I got the hang of point-slope now haha. Seriously, thank you so much!
Sweet. You are very welcome!
Write y=(-5/8)x+3 in standard form using integers. @JoannaBlackwelder . This one confuses the hell out of me haha
Ok, let's see. Do you know what standard form is?
Ax + By = C
Cool, so can you get the terms on the correct sides first?
Uh.... Maybe. y-3 = (-5/8)x
Close but not quite. Standard form has the x and y terms on the same side and the constant on the other side.
Hm, could you help me get them on the correct side?
I think you can do it. You just need to move the x term over to the left side instead of the constant term. Try once more. :-)
Would I be dividing x by -5/8?
No, the (-5/8)x is one term. We can move it to the other side by adding (5/8)x on both sides (since it is currently negative).
Ooooh. I get it now, so then it would end up being y +5/8x = 3
Yay, great! That is the first step. Now we need to clear the fraction. Any ideas on that step?
None haha
Ok, no worries. The way to clear a fraction is to multiply the entire equation by the denominator. Try that and see what you get.
8y+ 5x = 24
Beautiful! Now we just need to reorder so that the terms are in the same order as the formula.
5x + 8y = 24
:-)
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