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    Calculus Study Set 2
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    Exam 4: Applications of the Derivative
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    A Point Moves on the Graph of the Equation
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A Point Moves on the Graph of the Equation

Question 82

Question 82

Multiple Choice

A point A point   moves on the graph of the equation   so that the x-coordinate changes at a rate of 2 units per second. How fast is the y-coordinate changing at the point   A)  115 units/sec B)  120 units/sec C)  125 units/sec D)  130 units/sec moves on the graph of the equation A point   moves on the graph of the equation   so that the x-coordinate changes at a rate of 2 units per second. How fast is the y-coordinate changing at the point   A)  115 units/sec B)  120 units/sec C)  125 units/sec D)  130 units/sec so that the x-coordinate changes at a rate of 2 units per second. How fast is the y-coordinate changing at the point A point   moves on the graph of the equation   so that the x-coordinate changes at a rate of 2 units per second. How fast is the y-coordinate changing at the point   A)  115 units/sec B)  120 units/sec C)  125 units/sec D)  130 units/sec


A) 115 units/sec
B) 120 units/sec
C) 125 units/sec
D) 130 units/sec

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