The slope of a curved line can be approximated by
A) the slope across an arc from one point on the curve to another point on the curve.
B) the average of the variable measured along the y- axis divided by the average of the variable measured along the x- axis.
C) the average of the variable measured along the x- axis divided by the average of the variable measured along the y- axis.
D) the inverse of the straight- line method.

Question

Quizplus · Accepted Answer

The slope of a curved line can be approximated by finding the slope across an arc from one point on the curve to another point on the curve. This involves selecting two points on the curve, calculating the change in y-values and change in x-values between those points, and then dividing the change in y-values by the change in x-values to find the slope of the line that passes through those points. This method provides an approximation of the slope of a curved line, but it may not be completely accurate.

The Slope of a Curved Line Can Be Approximated by