Difference between revisions of "009B Sample Midterm 3, Problem 2"

Latest revision as of 18:29, 12 November 2017

State the fundamental theorem of calculus, and use this theorem to find the derivative of

F(x)=\int _{\cos(x)}^{5}{\frac {1}{1+u^{10}}}~du.

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-<span class="exam">Find all first and second partial derivatives of the following function, and demostrate that the mixed second partials are equal for the function <math style="vertical-align: -17px"> f(x, y) = \frac{2xy}{x-y}.</math>
+<span class="exam">State the fundamental theorem of calculus, and use this theorem to find the derivative of
+::<math>F(x)=\int_{\cos (x)}^5 \frac{1}{1+u^{10}}~du.</math>
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-!Foundations: &nbsp;
+[[009B Sample Midterm 3, Problem 2 Solution|'''<u>Solution</u>''']]
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+[[009B Sample Midterm 3, Problem 2 Detailed Solution|'''<u>Detailed Solution</u>''']]
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 [[009B_Sample_Midterm_3|'''<u>Return to Sample Exam</u>''']]