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Mr. Young's Math Website:
Moses Brown School
"A person who never made a mistake, never tried anything new." -Albert Einstein
lesson 81: the derivative again
Lesson 80: intro to the derivative
lesson 79: De Moivre's Theorem
lesson 78: the complex plane/Complex numbers in polar form
lesson 77: review for the quiz (8.1/8.2)
lesson 76: graphing polar equations
lesson 75: polar to rectangular (equations)
lesson 74: polar to rectangular
lesson 73: review for the chapt 7 test
lesson 72: solving trig equations
lesson 71: double angle/half angle
lesson 70: addition and subtraction formulas
lesson 69: Analytic Trig-Proving Identities (7.1)
lesson 68: Analytic Trig-simplifying trig expressions (7.1)
lesson 67: damped harmonic motion and review
lesson 66: modeling harmonic motion
lesson 65: Secant and Cosecant functions
lesson 64: Tangent and Cotangent Functions
lesson 63: trig shifts (amplitude, period, phase shift)
lesson 62: 5.2/5.3 Graphing the sine and cosine function
lesson 61: The Unit Circle (5.1)
lesson 60: review game questions
lesson 59: law of cosines
lesson 58: The law of sines
lesson 57: trig identities (second half of 6.3)
lesson 56: trig functions of angles (first half of 6.3)
lesson 55: clinometer and problem set.
lesson 54: right Triangle trig (6.2)
lesson 53: intro to trig (6.1)
lesson 52: jeopardy slides
lesson 51: review hyperbolas and systems of conics
lesson 50: Hyperbolas
lesson 49: ellipses
lesson 48: circles and shifting conics
lesson 47: parabolas
Lesson 46: Geometric Series and Problem Set
lesson 45: Geometric Series (goes along with the video that i posted)
lesson 44: Arithmetic Series
Lesson 43: Partial Sums of series (1/7/2014)
Lesson 42: Intro to Sequences and Series (1/6/2014)
Lesson 41: review Problems for the chapter 4 test
Lesson 40: Even More Modeling Problems (section 4.6 after example 6)
Lesson 39: Modeling Problems (section 4.6)
Lesson 38: Solving Again
Lesson 37: Solving Logs and Exponentials
Lesson 36: Intro to Logarithms
lesson 35: The Exponential Function (the number e)
Lesson 34: Intro to exponential Functions
Lesson 33: Review day for test
lesson 32: Hypothesis Testing for Means
lesson 31: hypothesis tests for proportions
lesson 30: confidence intervals
Lesson 29: z-Scores
Lesson 28: The normal distribution and standard deviation
LESSON 27: Permutations and combinations
Lesson 26: Expected Value
Lesson 25: review for the quiz
LESSON 24: EVEN MORE BAYES (Nov 6)
Lesson 23: More BAYES (nov 5)
Lesson 22: Basic Probability
lesson 21: intro to Bayesian Stats
Lesson 20: review Game
Lesson 19: Applications of Polynomial Functions
Lesson 18: Slant/Parabolic Asymptotes and Holes
Lesson 17: Intro to Rational Functions (FAITS)
LESSON 16: REAL AND COMPLEX ZEROS OF POLYNOMIALS
LESSON 15: COMPLEX NUMBERS
Lesson 14: Real zeros of polynomials
Lesson 13: Long/synthetic division and the remainder and factor theorem
Lesson 12: Graphing polynomials
Lesson 11: Intro to Polynomials
Lesson 10: Quadratic Function Modeling and the derivation of the quad formula
Lesson 9: Quadratic Functions (completing the square)
Lesson 8: Function Modeling
Lesson 7: Average Rates of Change
Lesson 6: Inverses and decomposition
Lesson 5: Function operations
Lesson 4: Even/Odd, Local Mins/maxes, increasing and decreasing intervals
Lesson 3: Function Transformations
Lesson 2: Intro to Functions
Lesson 1: Chapter 1 Review
Syllabus