5. Calculus
Rates Of Change In Applied Models — Quiz
Test your understanding of rates of change in applied models with 5 practice questions.
Practice Questions
Question 1
In applied calculus, what does the derivative of a quantity with respect to time usually represent?
Question 2
A car travels from $t=0$ to $t=4$ hours. Its distance changes from $50$ km to $210$ km. What is the average rate of change of distance over this interval?
Question 3
What does the graph of a derivative tell you about the original function?
Question 4
If a function $f(x)$ has derivative $f'(x)>0$ on an interval, what can you conclude about $f(x)$ on that interval?
Question 5
Which statement best describes accumulation in a real-world model?