The chain rule of derivatives is used to differentiate composite functions. The composite functions are the functions made up of 2 or more sub-functions. This can be explained as: y=f(g(x))⇒y′=f′(g(x))g′(x) The derivative of a function at a point give...
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Evaluate the following exponentials. You may need to use a calculator with a Y^x key. Example: X ^{-1/4}. If X = 16, this gives 0.5. Compute to two decimal places or more. a. X^{-1/3}, when X = 3, this gives [{Blank}], b. X^1, when X = 2, this...
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