What is the slope-intercept form of the linear equation 4x + 2y = 24?
What is slope-intercept form?
y=mx+b
@Lowkey.S ?
How are you mate?
given line : 4x + 2y = 24. Convert it to Slope intercept form. 2y = -4x + 24 y = -2x + 12 Here our slope is -2 a line perpendicular to this line is one with slope m , such that m*(-2) = -1 so m = 1/2 therefore a general form of the equation that is perpendicular to 4x + 2y = 24 is y = 0.5x + b or -x + 2y = 2b where b is any real number, if we want this perpendicular line to have a common point with 4x + 2y = 24, we can choose (0, 12) b=12 then since 0 + 2* 12 = 2 * b one form is -x + 2y = 24
metal if help! ;D
my head hurts >.<
It's Alright your gonna be fine mate! I encourage you to come back. If you need help.
tag me if I'm online and you can you fan to fan?
ok, so that was really good math that you did buut...
I fan you and testinomal you! :D
But, what..?
it didn't really help me.
Hmm I see mate. ._. What did you need help with?
Slope-intcerpt form is y=mx + b You currently have 4x + 2y = 24 Your goal is to get y by itself on the left-hand side.
Your first step @RedR0se03399 would be to "move" the 4x from the left side to the right side, right?
@StudyGurl14 yes i know that.
i know how to do it, thats not the problem here.
What's your problem?
this is the problem.
i have no idea what they are asking, how they want me to answer.
Basically, they just want you to use the numbers/letters at the bottom to form the correct equation in slope-intcerpt form
Simple drag-and-drop :)
-x + 2y = 24 I said the answer...
@StudyGurl14 oml, yes but HOW in what FORM do they want me to put in the answer?
there are several ways to state the answer, and i can only put in one.
Okay, so I am assuming you know the answer right?
Your problem is just how to input it?
@Lowkey.S there is not enough space for that answer.
the slope-intercept form would be y = -2x + 12 right?
@StudyGurl14 yes, every way i have tried it i end up missing numbers or variables.
Does that help @RedR0se03399
@StudyGurl14 yes very much so, thank you. i will tell you if that was the corect input answer :3
:)
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