Let f : [a, b] →R be integrable. Prove that there exists a point c ∈[a, b] such that
Posted: Wed May 11, 2022 10:47 pm
Let f : [a, b] →R be integrable. Prove that there exists a
point c ∈[a, b] such that
1 $* = $." 50 = "20.= } - f(t) dt f(t) dt f(t) dt. 2
... (Hint: Use F(2) Is f(t) dt for 1 € [a, b].)
point c ∈[a, b] such that
1 $* = $." 50 = "20.= } - f(t) dt f(t) dt f(t) dt. 2
... (Hint: Use F(2) Is f(t) dt for 1 € [a, b].)