Question

The graph of which equation includes the points (0, 10) and (10, 11)?

y = 10x + 11

y = x + 10

y= 1/10x + 10

y = 1/10x + 11

Answer 1

y=1/10x +10

Explanation:

when we replace the x in this equation with numbers representing x in the points given, we are going to end up with the points that represents y in the question.

Answer 2

C.
`y=(x)/(10) +10`

Explanation:

Here we are given two points from which the line passes through . hence we use the two point form to evaluate the equation of line.

The two points are

(0,10) and (10,11)

the two point formula is

`(y-y1)/(x-x1) = (y2-y1)/(x2-x1)`

Here x1=0, x2=10, y1=10, y2=11

Now we keep these values in the two point form formula given above

`(y-10)/(x-0) = (11-10)/(10-0)\\(y-10)/(x) = (1)/(10)\\y-10=(x)/(10)\\y=(x)/(10)+10`

Hence our third option is correct.