Math
posted by Angie .
Is it possible to use these points: (4,2),(9,8)
and write an equation in slope intercept form, without first writing an equation in pointslope form, and then rewriting it to slopeintercept form?

sure, first find the slope
slope = (8+2)/(94) = 6/5
then the equation is y = (6/5)x + b
sub in (4,2) , or the other point
2 = (6/5)(4) + b
I would now multiply by 5 (since I try to avoid fractions as much as possible)
10 = 24 + 5b
b = 14/5
so y = (6/5)x + 14/5 
No, you have to first use
y  y1 = m(x  x1) [point slope form]
and then rewrite in the form
y = mx + c [slope intercept form]
When you are given 2 points you have to find the slope first
[m = (y2  y1)/(x2  x1)]
then sub in the slope with either of the points in the equation in point slope form.
Hope that helps. 
I'll correct myself, yes you can I didn't think of the above method by Reiny.
I never used that way before :)
It's quite useful though.
Sorry for my error 
why do you have to sub in (4,2)? why can't you use 9,8)?

As I said, you can use either point.
I usually use the point that has the "nicer" numbers. Either point will give you the same value of b
A good idea is to then use the other point to see if the equation works.
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