I have an equation of a negative power function form:
y = 15x^-0.5
Question 1: How can I calculate the area under the curve from x = 0 to x = infinity?
Question 2: Is there a meaningful inflection point for this equation? How would I interpret it--as the value of X where 50% of the area is to the left (i.e., approaching 0 on the x-axis), and 50% to the right of it (i.e., approaching infinity on x axis)?
Sorry if this is confusingly written. Thank you.
y = 15x^-0.5
Question 1: How can I calculate the area under the curve from x = 0 to x = infinity?
Question 2: Is there a meaningful inflection point for this equation? How would I interpret it--as the value of X where 50% of the area is to the left (i.e., approaching 0 on the x-axis), and 50% to the right of it (i.e., approaching infinity on x axis)?
Sorry if this is confusingly written. Thank you.