Topic 2. Derivative of a Function Summary of Formulas dy + Rule 1. = (c) = 0 dx +Rule 2. dy = dx dx (x") = nx-1 dy Rule 3. dx + Rule 4. y= [(c. f(x)]=c[f(x)] dx d(utv) du±dv dv Rule 5. dx (u,v) = du = u + dx du *(9)-*** Rule 6 = dx Summary of Formulas Rule 7. d()=-Derivative of reciprocal Rule8 a. d(x)=x .xmm 0 Derivative of Rational Exponents dy 1 b. dx=(√) = d√u= √ +Rule 9. Rule 10. dy dy du dx du dx Chain Rule applies to composite funct d(u") =nu".du General Power Rule
Topic 2. Derivative of a Function Summary of Formulas dy + Rule 1. = (c) = 0 dx +Rule 2. dy = dx dx (x") = nx-1 dy Rule 3. dx + Rule 4. y= [(c. f(x)]=c[f(x)] dx d(utv) du±dv dv Rule 5. dx (u,v) = du = u + dx du *(9)-*** Rule 6 = dx Summary of Formulas Rule 7. d()=-Derivative of reciprocal Rule8 a. d(x)=x .xmm 0 Derivative of Rational Exponents dy 1 b. dx=(√) = d√u= √ +Rule 9. Rule 10. dy dy du dx du dx Chain Rule applies to composite funct d(u") =nu".du General Power Rule
Chapter1: Taking Risks And Making Profits Within The Dynamic Business Environment
Section: Chapter Questions
Problem 1CE
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make problem sets/examples of each of the following:
A. 4 examples each of the 10 basic rules
Do it accurate each problems with solutions
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