- Today / Tuesday How to quickly symbolically compute derivatives
- The fundamental theorem of calculus told us how to find the derivative of area functions.
- Math 103 -Midterm 3 -April 21, 2011 Name: Recitation section time
- Integration Technique Substitution Goal: Find the anti-derivative of expressions
- Review some facts about functions Introduce the idea of limits
- Optimization Cut a 100ft length of wire into two pieces, fold
- Math 103 Introduction to Calculus Course Syllabus, Spring 2011
- Related rates of change Some physical scenarios involve related
- Inverse Trig Functions Goal: Apply our formula for the derivative of the
- AN ELEMENTARY PROOF OF THE HOOK FORMULA JASON BANDLOW
- Where we are We've covered the definition of derivative, and
- Outline More review Completing the square
- Review definition of derivative from last time Consider f'(a) as a function, not just a number
- Horizontal Asymptotes Before break, we sketched this graph
- What is Calculus? Mathematical technique for transforming
- Last time, we looked at exponential and logarithmic functions. With what we learned, we
- Exponential Functions A function of the form
- Derivatives and graphing Last time, we discussed
- Given the function what is the equation of the secant line between
- Related Rates A tank of water in the shape of an inverted cone is leaking
- A new proof of a theorem of Littlewood Jason Bandlow
- UNIVERSITY OF CALIFORNIA, SAN DIEGO Combinatorics Of Macdonald Polynomials And Extensions
- Quasiinvariants of S3 Jason Bandlow1
- An Area-to-Inv Bijection Between Dyck Paths and 312-avoiding Permutations
- Math 103 -Midterm 1 -February 15, 2011 Name: Section Time
- Math 103 -Midterm 2 -March 22, 2011 Name: Recitation section time
- When we see the expression we understand the geometric meaning is "the
- The area function Given a function f(x), we know how to find the
- Optimization Find the value of a parameter so that some
- Rates of change At this point, it is assumed that you have
- We have been studying functions. A function is a set of points (x,y) with the property that for
- Definition of continuity Different types of discontinuities
- JANUARY 2011 Overview SUNDAY MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY SATURDAY December 2010
- Missing definition A function with a infinite discontinuity at the point
