Explanation Given information: The given function is f ( x ) = x − 1 x and x is 2. Calculation: Follow the steps given below to find the rate of change of f using numerical derivative operation of graphing utility. First Press “ON” button on graphing calculator. Press the “Math” button, and choose the 8 th option of nDeriv( . Enter ( ( X ∧ . 5 − 1 ) /

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ISBN: 9781337825597

Author: Tan

Publisher: INTER CENG

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Chapter 3.1, Problem 4TE

To determine

The rate of change of f at the given value of x with the help of numerical derivative operation of a graphing utility.

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Chapter 3.1, Problem 3TE

Chapter 3.1, Problem 5TE

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Look for three (3) mathematical formulas related to your chosen field like engineering, health science, or technology. Write a brief description or explanation about the use of this formula in that field. Find the derivative of this function (formula) with respect to a specific variable. See the example below. Example: Field: MEDICINE Name of Formula: Young's Rule Age of Child in Years Child's dose = x Adult dose Age of Child in Years + 12 Description: This formula is used to determine the amount of drug dosage for children over 1 year of age up to 12 years. Presentation of the Formula using Variables: [Note: If the formula is already stated in variable form, no need to do this part.] ас y = а or y %3 c + 12 c + 12 where: y = child's dose c = age of child in years a = adult dose Computation of the derivative of y with respect to c This means that a will be considered as constant. For a formula with more than 2 variables, you are free to choose which among the variable or variables will…

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The rate of change of f at the given value of x with the help of numerical derivative operation of a graphing utility.

Solution Summary: The author explains the rate of change of function f at x=2 using numerical derivative operation of graphing utility.

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Chapter 3 Solutions