Respuesta :
The gradient of a straight line equation exists equivalent to the slope form of the equation. Thus, the gradient of a straight line exists at -3.
How do you find the gradient of a straight-line equation?
The gradient equation exists as another method we direct to the gradient of a straight line utilizing x and y coordinates.
The gradient equation exists seen as m = rise/run where m exists the gradient or slope.
The gradient exists referred to as the slope of any curve
Now, the given equation is
Y = -3 x + 5 ...........(1)
This equation is similar is the general slope form equation
Y = mx + c ...........(2)
Where m is the slope of the equation and c is the intercept, then
Comparing both the equation we get,
m = -3 (slope) and c = 5(intercept)
Therefore, the gradient of a straight line is -3.
To learn more about gradients refer to:
https://brainly.com/question/23016580
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