The slope of diagonal AB is_______ , and its equation is_______ .
|dw:1459022629471:dw|
Did they provide you with the coordinates of a and b?
No they didn't
Alright then I guess this questions theoretical. In that case, what is the equation of a line?
But looking at the graph it looks like a is (-2,-2) and. B is (2,-2)
OKay so have you given us the diagram correctly is it like|dw:1458936698944:dw|
Well it may look like it's at those points but we're unsure of it and that may determine an incorrect answer.
Yeah well it is a horizontal line and horizontal line always have gradient 0
now we know it is y = c but to find it out we actually need atleast one correct coordinate that lies on that line
I'm now on my phone and if I could send a picture of the graph I would but I don't know how
Okay well assuming it is (-2, -2) and (2, -2) we have two coordinate points. So first let me ask you, what is the point-slop equation? Do you know what it is?
slope*
0?
Just tell us any one point
I think one point is (-2,-2)
Well, no. Not 0. It's an equation.
I'm beyond lost now
She is right slope is 0
if its a horizontal line
Okay so we have one point as (-2,-2) y = c -2 = c y = -2
They want me to find the slope of ab
slope is 0
Okay assuming it is horizontal (didnt look that way from first graph) then yes slope is 0.
yes so just pick a point (-2,-2) y = mx+c y = 0x+c y = c Input a y coordinate -2 = c which gives us the constant y = -2
Got it?
I think so
You should probably be guiding her through it. Not just giving it out like that.
@jtug6 I did guide her out. Now I wont be explaining how to add or subtract. Whenver a new thought arose I explained it to her. And then at last I confirmed by asking if she has gotten.
K
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