- Suppose That F Is A Function Which Is Integrable On The Entire Real Line And That A And B Are Real Numbers Which Of Th 1 (104.18 KiB) Viewed 5 times
Suppose that f is a function which is integrable on the entire real line, and that a and b are real numbers. Which of th
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Suppose that f is a function which is integrable on the entire real line, and that a and b are real numbers. Which of th
Suppose that f is a function which is integrable on the entire real line, and that a and b are real numbers. Which of the following statements are true? Check each one that is true. få f(x) dx = f(x₁)Ax + ƒ(x2)^x + ... + ƒ(xn)Ax where n is a positive integer, Ax = (b-a)/n and for each i we define x₂ = a +iAx. fan dx = (b-a)/n for any real number n. □ få f(x) dx = få f(x) dx − f ƒ(x) dx for any real number c. □ få f(x) dx = f f(x) dx □ If ƒ(x) ≤ g(x) for all æ then ſå ƒ(x) dx ≤ ſå g(x) dx. Ofa f(x) dx = 0 □ fa f(x) dx = Så f(t) dt Of f(x) dx > 0 because it always measures the area of a region.