Derivative calculator with difference quotient

    • [DOC File]Unit 1: Functions, Limits, and Continuity

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      The Derivative. Definition of the Derivative (difference quotient) Derivative at a Point. One-sided derivatives. Numerical Derivative of a Function (using nDeriv on the calculator) Graphing f`(x) using the graph of f(x) The Derivative as a Function. Graphing the Derivative (explore using Y2 = nDeriv(Y1,X,X) on the calculator) Differentiability

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    • [DOC File]Average Rate of Change vs

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      Show that what you find is the equation of the slope (or the derivative) do algebraically then show on a calculator- that the derivative is a graph of the slope of the function, read as a point (3,2) at 3 the slope is 2. Use the limit process to find the derivative- be careful with notation . …

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    • [DOCX File]I. Functions, Graphs, and Limits

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      Calculator. Each class has a set of TI-84 PLUS CE calculators. ... Derivative defined as the limit of the difference quotient. Relationship between differentiability and continuity. B. Derivative at a Point. ... Interpretation of the derivative as a rate of change in varied applied contexts, including velocity, speed, and acceleration.

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    • [DOC File]From Difference Quotient to Derivative

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      Use the limiting value of an appropriate difference quotient to find . Write a brief paragraph to explain . how. and . why. the results of questions 1 a,c and 2 a,b are related. Given that . Use the limiting value of an appropriate difference quotient to find . Use the limiting value of an appropriate difference quotient …

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    • [DOC File]Calculus 1 Lecture Notes

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      ( is the tolerance (or h value) used by the calculator in the computation; it has a default value of ( = 0.001 if not specified in the parameter list when the function is called. The . nDeriv(function uses the “symmetric quotient difference method,” which approximates the derivative as …

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    • [DOC File]Section 1

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      Symmetric Difference Quotient: This is the formula programmed into the TI’s. The command is nDeriv. The value for h is .01. Examples: Use nDeriv to find the derivative of f(x) = x2 + 1 at x = -1. The derivative of f(x) = x3 is 3x2 so f’(2) = 12. Check the result on the calculator. It is important to recognize exact values and approximate ...

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