Question

Lines g, h, and k are parallel. That means they have the same slope. Each of these lines has a slope of 1. Enter numbers to complete an equation for each line.

Answer 1

Line equation of g :    y  = 1 x  + a

Line equation of h :    y  = 1 x  + b

Line equation of k :    y  = 1 x  + c

Step-by-step explanation:

Here, given:

The lines g, h and k are given to be parallel.

Also, each of the line has a  slope  = 1

Now, as graph is missing.

Using the needed graph, find the y - intercepts ( a point where x = 0) in the graphs.

Let us assume, the y intercept for  g = a

Let us assume, the y intercept for  h = b

Let us assume, the y intercept for  k = c

Now, by SLOPE INTERCEPT form:  y = m x  +  C  : m = slope. C- y intercept

So, the equation of these three lines is given as:

Line equation of g :    y  = 1 x  + a

Line equation of h :    y  = 1 x  + b

Line equation of k :    y  = 1 x  + c

Answer 2

Answer:

The answer is

1. y=1x-3

2. y=1x-1

3. y=1x+2

I hope i'm not too late:)

Step-by-step explanation: