Question 1
What is the best description of a definite integral in the context of accumulated change?
Question 2
Which quantity is most likely represented by an integral when the integrand is a velocity function?
Question 3
If $f(x)$ is positive on $[a,b]$, what does $\int_a^b f(x)\,dx$ represent geometrically?
Question 4
What does a Riemann sum approximate?
Question 5
Which statement best describes the connection between a rate function and an accumulation function?
