What are the two ways of calculating the slope of a curved line?
What will be an ideal response?
To calculate the slope of a curved line we can calculate the slope at a point or across an arc. The slope of a curved line at a point on the line is defined as the slope of the straight line tangent to the curved line at that point. The slope of a curved line across an arc—between two points on the curved line—equals the slope of the straight line between the two points.
You might also like to view...
As the circular flow model points out, a choice that households make is how
A) many resources a firm will hire. B) many goods and services are produced. C) many goods and services are purchased. D) much labor is hired. E) much the government will collect in taxes and how much the government will spend on transfer payments.
Explain why economists care about inflation
What will be an ideal response?