?Properties of integrals Suppose that \(f(x)\ \geq\ 0\) on [0, 2], \(f(x)\ \leq\ 0\) on
Chapter 14, Problem 332(choose chapter or problem)
Properties of integrals Suppose that \(f(x)\ \geq\ 0\) on [0, 2], \(f(x)\ \leq\ 0\) on [2, 5], \(\int _0^2\ f(x)\ dx=6\), and \(\int _2^5\ f(x)\ dx=-8\). Evaluate the following integrals.
a. \(\int _0^5\ f(x)\ dx\) b. \(\int _0^5\ |f(x)|\ dx\)
c. \(\int _2 ^5\ 4|f(x)|\ dx\) d. \(\int _0^5\ (f(x)+|f(x)|)\ dx\)
Unfortunately, we don't have that question answered yet. But you can get it answered in just 5 hours by Logging in or Becoming a subscriber.
Becoming a subscriber
Or look for another answer