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MC 2025 In-course Diagnostics for Undergraduate Mathematics MATH140 WP
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The function given by is differentiable at What is the value of Hint: Differentiability implies continuity. Use the conditions for differentiability and continuity (i.e. limits from the left and right of x=0 must be equal) to find the values of m and n.
If is a non-negative integer, then for:
(Hint: Let )
What is the value of (Hint: Let ).
The graph of the function pictured below consists of four semicircles. If where is non-negative?
What is the value of
True of False ?
If is continuous on , then the value of the Riemann Sum does not depend on the choice of , where
For what does represent?