Answer:
y = 6
5y + x - 25 = 0
Step-by-step explanation:
Solution:-
- There are two ways to represent the linear equation of a line. For the first part the slope-intercept form is to be used:
y = mx + c
Where, m = slope and c = y-intercept.
First part the slope m = 0 and y-intercept c = 6. The slope-intercept equation of line is:
y = 0 + 6
y = 6
- The second part entails the use of equation of line in general form as follows:
0 = Ax + By + C
Where, A , B , and C are constants.
- Slope m = -1/5 and y-intercept c = 5. The slope-intercept equation of line is:
y = -x / 5 + 5
- We will convert the slope-intercept form into general form as follows:
y = -x / 5 + 25 / 5
y = ( - x + 25 ) / 5
5y = - x + 25
5y + x - 25 = 0
- The constants are A = 1 , B = 5 and C = -25
