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--- math104-s21:s:darembardales [2021/04/17 12:49]
75.83.97.188 [Chapter 1]
+++ math104-s21:s:darembardales [2022/01/11 10:57] (current)
pzhou ↷ Page moved from math104-2021sp:s:darembardales to math104-s21:s:darembardales
@@ Line 5: / Line 5: @@
   -[[darembardales#Chapter 1|Chapter 1:Introduction]]
     *[[darembardales#Natural,Rational and Real Number Sets|]]
+      -[[darembardales#Rational Zeros Theorem|]]
     *[[darembardales#§4:The Completeness Axiom|]]
   -[[darembardales#Chapter 2|Chapter 2:Sequences]]
@@ Line 15: / Line 16: @@
   -[[darembardales#Chapter 4|Chapter 4:Sequences and Series of Functions]]
   -[[darembardales#Chapter 5|Chapter 5:Differentiation]]
+      -[[darembardales#Mean Value Theorems|]]
   -[[darembardales#Chapter 6|Chapter 6:Integration]]
   -[[darembardales#Proofs| Proofs]]
@@ Line 26: / Line 28: @@
 == Natural, Rational, and Real Number Sets ==
-=Natural Number Set ($\gdef\qlb{\overline{\mathbb N}_l}$
+  -Natural Number Set ℕ: the set of all positive integers {1,2,3,4,...}
+    * If 1 is in ℕ, then so is n+1
+    * 1 is the lowest possible number in ℕ
+  -Set of all Integers ℤ: {0,-1,1,-2,2,...}
+  -Rational Number Set ℚ: numbers of the form m/n, m and n ∈ ℤ
+  -Real Number Set: all real points on the number line, with no gaps
@@ Line 36: / Line 44: @@
  == §7:Limits of Sequences ==
+====Chapter 5 ====
+ == Rolle's Theorem ==
+ == Mean Value Theorem ==

Lecture Notes