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What is the derivative of 1/(squareroot of x) and why?
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What is: \[\frac{1}{\sqrt{x}}\] In terms of powers?
What I mean is, rewrite it as \[x^a\]
x^(-1/2). Is that the derivative though? I remember my professor telling me that it's something like 1/((2)(square root of x)). Maybe I'm mistaken
Well it is x^(-1/2), now just use the power rule.
\[\large \frac{d}{dx} x^n = \frac{nx^{n-1}}{n-1}\]
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uhm get rid of the denominator..
\[n*x^{n-1}\]
PLEASE HELP AsAP 1. a statement that you prove true is a(n) ? 2. When a conditional and it's converse are true, you can write them as a single true statement called a(n) ?
.... yes.
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