From the graph, the coordinates of point A in terms x and y = <u>(6, 5).</u>
The equation of line L in the form y = mx+c is y = 4x - 2
<h3>What is the general equation of any straight-line graph?</h3>
The general equation for any straight-line graph takes the form y = mx +c.
Where;
- m = gradient of the line
- c = y- intercept
- x & y = coordinate of the line.
From the graph, the coordinates of point A in terms x and y = <u>(6, 5)</u>
The equation of the line L in the form y = mx+c is:
- The gradient m = -4
- The y-intercept = 2
y = mx + c
y = -4x + 2
The equation of line L in the form y = mx+c is y = 4x - 2
If points were plotted for the equation x= 3, then:
y = 4(3) - 2
y = 12 - 2
y = 10
Therefore, if points were plotted for the equation x = 3, they will produce a sloping line.
Learn more about straight-line graphs here:
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Answer:
If they were seperated no one branch would grow too powerful and power would be distributed equally.
Explanation:
