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Exam 2 Resolution | Analytic Geometry and Calculus I | MATH 113, Exams of Analytical Geometry and Calculus

Material Type: Exam; Professor: Matveev; Class: Recitation for Lecture 001; Subject: Mathematics; University: George Mason University; Term: Spring 2010;

Typology: Exams

2010/2011

Uploaded on 07/21/2011

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Download Exam 2 Resolution | Analytic Geometry and Calculus I | MATH 113 and more Exams Analytical Geometry and Calculus in PDF only on Docsity! OLUTION Math 113-001 Spring 2010 Exam 2 Name: Last... First... Book closed. Calculator and notes may not be used. Each problem = 10 points. (1) In the left column, you can see graphs of some functions y(x). The two right columns represent the derivatives of some functions. For each function in the left column, find a graph in the right columns which represents the derivative of this function. or (2) Mark all values of x for which the function y = (z) shown in the graph is not differentiable. (3) The velocity of a particle moving on a line is given by the formula v(t) = 10¢(t — 3). (a) Sketch the graph of v(t) (big precision is not required; this time it is only required that you show correctly where the graph is above the t-axis, and where it is below.) V ( 4) [Ge Neo iN > 3 + (b) Determine at what moments ¢ the particle changes the direction of motion. Onrk, ot 4=0
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