Sarah7926

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exponential growth and decay, population growth, radioactive decay, Newton's law of cooling, continuously compounded interest, related rates

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University Of California - Berkeley • MATH 1A
Math 1A (Calculus): Ch. 3 Notes • By Sarah7926

Math 1A (Calculus): Ch. 3.5 & 3.6 Notes

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implicit differentiation, finding the slope of a tangent line, finding the second derivative, derivative of inverse trigonometric functions, derivatives of logarithmic functions, Euler's constant as a limit, limit laws with Euler's constant

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University Of California - Berkeley • MATH 1A
Math 1A (Calculus): Ch. 3 Notes • By Sarah7926

Math 1A (Calculus): Ch. 3.2 & 3.3 Notes

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derivatives of trigonometric functions, chain rule, power rule combined with chain rule, word problems, chain rule for 3 functions

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University Of California - Berkeley • MATH 1A
Math 1A (Calculus): Ch. 3 Notes • By Sarah7926

Math 1A (Calculus): Ch. 3.1 & 3.2 Notes

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derivatives of polynomials, power rule, derivatives of exponential functions, Euler's constant, product rule, quotient rule,

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University Of California - Berkeley • MATH 1A
Math 1A (Calculus): Ch. 3 Notes • By Sarah7926

Math 1A (Calculus): Ch. 1 & 2 Notes

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Get all of Calculus Ch. 1 & 2 Notes for less than $10! Includes functions, limits, derivatives, tangent and velocity problems, logarithms, horizontal asymptotes, rates of change, and more!

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Math 1A (Calculus): Ch. 1.1 Notes • Class notes
Math 1A (Calculus): Ch. 1.2 Notes • Class notes
Math 1A (Calculus): Ch. 1.3 & 1.4 Notes • Class notes
Math 1A (Calculus): Ch. 1.5 & 2.1 Notes • Class notes
Math 1A (Calculus): Ch. 2.3 Notes • Class notes
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Math 1A (Calculus): Ch. 2.6-2.8 Notes

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limits at infinity, horizontal asymptotes, definition of a horizontal asymptote, squeeze theorem, limit laws, infinite limits at infinity, computing with infinity, tangent and velocity problems, derivatives, rates of change, instantaneous rate of change, the derivative as a function

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Math 1A (Calculus): Ch. 2.5 Notes

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continuity, definition of a continuous function, theorems of continuous functions, intermediate value theorem, bisection method to approximate the root

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Math 1A (Calculus): Ch. 2.4 Notes

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precise definition of a limit, delta, epsilon, infinite limits

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Math 1A (Calculus): Ch. 2.3 Notes

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limit laws, direct substitution property, limit theorems, one-sided limits, squeeze theorem

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Math 1A (Calculus): Ch. 1.5 & 2.1 Notes

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inverse functions, inverse logarithms, tangent problems, velocity problems, one-to-one functions, domain of inverse functions, range of inverse functions, logarithms, decay, inverse trigonometric functions, slope of a tangent line, slope of a secant line, average velocity, instantaneous velocity, limit of a function, one-sided limits, infinite limits, vertical asymptote

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• 30 pages •
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