Choose the slope-intercept equation of the line that passes through the point (–2, 2) and is parallel to y = 4x + 7.

- anonymous

- schrodinger

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- andriod09

first thing is first, do you understand the slop intersecept concept?

- anonymous

y = 4x + 10
y = 1/4 x + 5/2
y = -4x - 6
y = – 1/4 x + 3/2

- anonymous

somewhat

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## More answers

- andriod09

\[\frac{ \Delta y }{ \Delta x }\]

- andriod09

that is the change of y, over the change of x

- andriod09

so type the equation using \[\frac {\Delta y} {\Delta x}\]

- anonymous

example please? /:

- andriod09

lets take you last answer and try it. okay?

- anonymous

okay

- andriod09

\[\frac {\Delta y} {\Delta x} \]
\[y=\frac {-1} {4}x + \frac {3} {2}\]

- anonymous

2/6

- andriod09

but first you have to find the y

- andriod09

so find the why first.

- anonymous

wouldn't it be 2? -1+3

- andriod09

yup! that 's correct, now fill in \[\frac {\Delta y} {\Delta x}\]

- anonymous

I still stick with my guess of 2/6

- anonymous

I know that my answer isn't correct, but I'm not sure what I'm doing wrong

- andriod09

no, you have to fill out the equation. use the equation button to fill it out

- anonymous

rephrase please?

- anonymous

im sorry i just dont get it

- andriod09

okay, put the answer you got for y, in the \[\Delta y\] and then what you got for x in the \[\Delta x\]

- anonymous

can you show me?

- andriod09

yeah. give me your x and your y first and i'll show you.

- anonymous

2/6

- andriod09

is that your x or your y?

- anonymous

i would say that 2 is my x and 6 is my y but im assuming that isn't correct

- andriod09

how about we start on the actual problem, it would be alot less confusing.

- anonymous

ok

- andriod09

so show me the \[\frac {\Delta y} {\Delta x}\] with the shown intergers

- anonymous

I'm sorry but I really don't understand any of this. Can you tell me the answer and explain why it's so?

- andriod09

wow i just realized something, you just have to graph the equation and then plot the points. -.-

- anonymous

yeahh lol i think we do too

- andriod09

so graph them and tell me what you get. BTW: try answers b and c. :D

- anonymous

C?

- andriod09

:D correct.

- anonymous

Thanks! Can you please help with one more?

- anonymous

##### 1 Attachment

- andriod09

#2

- anonymous

brb for 5 mins

- anonymous

Thanks!

- andriod09

NP!

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