Answer:
The equation of the line written in slope-intercept form is y=-4*x-3
Explanation:
The line can be understood as an infinite set of points aligned in a single direction. A line can be expressed by an equation that follows the model
y = m*x + b
where "x" e "y" are the variables in a plane.
In this expression m is called the slope of the line and is related to the inclination of the line, and b is the independent term and is the value of the point at which the line cuts to the vertical axis (y axis) in the plane.
The form y=m*x+b of the equation of a line is called slope-intercept form.
In this case, you have that the slope m is -4 and the independent term (or y-intercept) is -3. So, the equation of the line written in slope-intercept form is y=-4*x-3
In the attached image, you can see the graph of the line, seeing the intersection of the line with the axis "y" (b)