Given the values of y are : 1, 5, and
7
Also, given the values of x are : 9, 5, and
3.
Then, we will rewrite as
pairs.
==> ( 9, 1) (5,5) and ( 3,
7)
We will find the slope for each two
points.
==> (9,1) and
(5,5)
==> m1 = (5-1)/(5-9)= (4/-4 =
-1
==> m1=
-1
==> (9,1) and
(3,7)
==> m2=
(7-1)/(3-9)
==> m2= 6/-6 =
-1
==> (3,7) and
(5,5)
==> m3= (7-5)/(3-5) = 2/-2 =
-1
==> m3= -1
We notice
that m1= m2 = m3 = -1
Then, the three points are on the
same graph or have the same equation.
Then we will find the
equation using one of the points and the slope m= -1
We
will use the point (5, 5)
==> y-y1 =m
(x-x1)
==> y- 5 = -1 (
x-5)
==> y= -x + 5 +
5
==> y= -x +
10
Then, the rule that satisfies all three
points is : y= -x + 10
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