Graphing a line given its equation in slope intercept form

Asked by admin @ 27/11/2021 in Mathematics viewed by 392 People

Explain how to graph the line from an equation in slope intercept form

Answered by admin @ 27/11/2021

To graph the line from an equation in slope-intercept form, we need to obtain a minimum of two coordinates and join them together.

To graph a line from an equation in slope intercept form requires determining the slope and intercept of the equation of the line.

The equation of a line in slope-intercept form usually takes the form;

y = mx +c

where m = slope and c = y-intercept.

Upon determination of this two parameters; the equation of the then hypothetically takes the form;

y = 5x + 6.

Consequently, to graph this equation; different values of x are put into to the equation to get different values of y and the set of values may be as follows;

(1,11)

(1,16)

and etc.

These set of coordinates are plotted to yield the graph of the equation.

Read more:

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Graphing a line given its equation in slope intercept form

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