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--- math104-s21:s:antonthan [2021/05/07 17:12]
45.48.153.5 [Problem 18]
+++ math104-s21:s:antonthan [2022/01/11 18:30] (current)
24.253.46.239 ↷ Links adapted because of a move operation
@@ Line 176: / Line 176: @@
  $U(f) \leq \sup_n(U(f, P_n)) = lim R_n = \inf_n(L(f, P_n)) \leq L(f)$
-Since we also have  $L(f) = U(f)$  by integrability, $lim R_n = \int_a^b f(x)dx$, as desired.
+Since we also have  $L(f) = U(f)$  by integrability, $lim R_n = \int_0^1 f(x)dx$, as desired.
 === (b) ===
@@ Line 396: / Line 396: @@
 ===== ඞ ඞ ඞ ඞ ඞ =====
-{{ :math104:s:amongus.mp4 |}}
+{{ math104-s21:s:amongus.mp4 |}}

Lecture Notes