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    Lec 31 - Introduction to Function Inverses

    This is a lecture of Khan Academy. Introduction to Function Inverses

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    Channels: Mathematics

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    Uploaded by: ( Send Message ) on 05-09-2012.

    Duration: 9m 5s

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    Lec 32 - Function Inverse Example 1

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    Lecture list for this course

    Lec 1 - Introduction to Limits (HD)

    Lec 2 - Introduction to Limits

    Lec 3 - Limit Examples (part 1)

    Lec 4 - Limit Examples (part 2)

    Lec 5 - Limit Examples (part3)

    Lec 6 - Limit Examples w/ brain malfunction on first prob (part 4)

    Lec 7 - Squeeze Theorem

    Lec 8 - Proof: lim (sin x)/x

    Lec 9 - More Limits

    Lec 10 - Sequences and Series (part 1)

    Lec 11 - Sequences and series (part 2)

    Lec 12 - Permutations

    Lec 13 - Combinations

    Lec 14 - Binomial Theorem (part 1)

    Lec 15 - Binomial Theorem (part 2)

    Lec 16 - Binomial Theorem (part 3)

    Lec 17 - Introduction to interest

    Lec 18 - Interest (part 2)

    Lec 19 - Introduction to compound interest and e

    Lec 20 - Compound Interest and e (part 2)

    Lec 21 - Compound Interest and e (part 3)

    Lec 22 - Compound Interest and e (part 4)

    Lec 23 - Exponential Growth

    Lec 24 - Polar Coordinates 1

    Lec 25 - Polar Coordinates 2

    Lec 26 - Polar Coordinates 3

    Lec 27 - Parametric Equations 1

    Lec 28 - Parametric Equations 2

    Lec 29 - Parametric Equations 3

    Lec 30 - Parametric Equations 4

    Lec 32 - Function Inverse Example 1

    Lec 33 - Function Inverses Example 2

    Lec 34 - Function Inverses Example 3

    Lec 35 - Basic Complex Analysis

    Lec 36 - Exponential form to find complex roots

    Lec 37 - Complex Conjugates

    Lec 38 - Series Sum Example-Precalculus

    Lec 39 - Complex Determinant Example

    Lec 40 - 2003 AIME II Problem 8

    Lec 41 - Logarithmic Scale

    Lec 42 - Vi and Sal Explore How We Think About Scale

    Lec 43 - Vi and Sal Talk About the Mysteries of Benford's Law

    Lec 44 - Benford's Law Explanation (Sequel to Mysteries of Benford's Law)