Indicate in standard form the equation of the line passing through the given points. E(-2, 2), F(5, 1) x + _ y = - _
Find the slope. Use the point-slope form to get the equation of the line. Convert it to standard form.
That doesn't tell me much...
gradient(slope)(m) = (y2-y1)/(x2-x1) here in your case let's take y2=5,y1=-2,x2=1,x1=2 then, m = [5-(-2)]/[1-2] = 7/-1 = -7 Consider a general point P=(x,y) on the line, Hint : gradient of a straight line is constant. Now try to work it out.. If no good come here..
Neo, I'm trying to find the equation, not the actual answer itself.
u need da eqn of the st line passing through those given points? isnt it?
OK.. did u try y-(-2)/x-2 = -7 y+2/x-2 = -7 y+2 = -7x + 14 y = -7x + 12
I updated the question with what I figured out so far.
sephi.. i hav alredy givn u da answer didnt u get it..?
Oh, there we go! Thanks Neo!
It was X + 7y = 12
:-D
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