Respuesta :
The slope is m=71.3
You have to put the equation into y=mx+b
y – 18 = 71.3(x + 98)
y=71.3x+6987.4+18
y=71.3x+7005.4
A point would be (0,7005.4)
The slope of and a point on the line is 71.3 and (-98, 18) respectively.
We need to find the slope of the line equation y – 18 = 71.3(x + 98).
What is the slope of the line equation?
One can use either the slope formula m = (y2 – y1)/(x2 – x1) or the standard line equation, y = mx + b to solve for the slope, m.
By comparing y – 18 = 71.3(x + 98) with (x – x1)m = (y – y1), we get
m=71.3 and the point is (-98, 18)
Therefore, the slope of and a point on the line is 71.3 and (-98, 18) respectively.
To learn more about the slope of a line visit:
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