Asked by Terry
Find an equation of the line that passes through the given points. (Let x be the independent variable and y be the dependent variable.)
(3, 13) and (4, 20)
(3, 13) and (4, 20)
Answers
Answered by
bobpursley
y=mx+b
13=m*3+b and the second equation gives
20=m*4+b
subtract first from second
m=7
then for b
13=7*3+b solve for b.
13=m*3+b and the second equation gives
20=m*4+b
subtract first from second
m=7
then for b
13=7*3+b solve for b.
Answered by
Damon
slope = (20-13)/(4-3) = 7
also for any (x,y)
slope = (y-20)/(x-4)
so
7 = (y-20)/(x-4)
7 x - 28 = y - 20
so
y = 7 x -8
also for any (x,y)
slope = (y-20)/(x-4)
so
7 = (y-20)/(x-4)
7 x - 28 = y - 20
so
y = 7 x -8
Answered by
Damon
Good, you have two different ways now :)
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