Chapter 1: Q27P (page 1)
Given u( x , y ) and y ( x , z ), show that
Short Answer
The derivative of has been proved.
Chapter 1: Q27P (page 1)
Given u( x , y ) and y ( x , z ), show that
The derivative of has been proved.
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Get started for freeIn the following problems, find the limit of the given sequence as
Prove that an absolutely convergent series is convergent. Hint: Put. Then theare nonnegative; we haveand
Use Maclaurin series to evaluate each of the following. Although you could do them by computer, you can probably do them in your head faster than you can type them into the computer. So use these to practice quick and skillful use of basic series to make simple calculations.
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