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MATH 20C (101)
Lecture 9

MATH 20C Lecture 9: Lecture 9

10 Pages
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Department
Mathematics
Course
MATH 20C
Professor
Adam Bowers
Semester
Spring

Description
Math 20 C Apr 2017 Today: 2. Real Valued Function s 2.2 Limits and Continuity Ecadey: Ore of 2. a 2.2 2 Due Friday: Homework Exan 1 IS next Tuesd y at pr1 Seat ssianm en will be posted to Triton Ed Topics will include 1.1 2.2 No office Hours today 2. Rea valued unct, on s una c tiDn s the set The graph u R is sur face 3D-space Shorthand Notation (x, 8) Natur Question: How do we br ph these We will leave this fer Frida Extend men sion im space n d Rn e Collection n-tuples where X, 2) are real numbers Math 20 C Apr 2017 Today: 2. Real Valued Function s 2.2 Limits and Continuity Ecadey: Ore of 2. a 2.2 2 Due Friday: Homework Exan 1 IS next Tuesd y at pr1 Seat ssianm en will be posted to Triton Ed Topics will include 1.1 2.2 No office Hours today 2. Rea valued unct, on s una c tiDn s the set The graph u R is sur face 3D-space Shorthand Notation (x, 8) Natur Question: How do we br ph these We will leave this fer Frida Extend men sion im space n d Rn e Collection n-tuples where X, 2) are real numbersis the set Coordinatt such (x ,x This is a hyper surface in (n I)-din Space more Note f: IR IS a scalar valued fauch f Rn -n Rm is a Vector Value d func on Ex: The eterization of a line Ex a The Parameterization of a an e v and W o non pas allel vector s. jun 2 Limits d continuity Intuitive de tini Thon OT t Suppose s: u s R R and suppose a,L) is a point R2 (might not L is approaches (a,L) provided that smaller a d smaller ets as (xy) ets closer and Closer la,6) is the set Coordinatt such (x ,x This is a hyper surface in (n I)-din Space more Note f: IR IS a scalar valued fauch f Rn -n Rm is a Vector Value d func on Ex: The eterization of a line Ex a The Parameterization of a an e v and W o non pas allel vector s. jun 2 Limits d continuity Intuitive de tini Thon OT t Suppose s: u s R R and s
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