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    Calculus
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    Exam 2: Derivatives
  5. Question
    A Point Moves Along the Curve
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A Point Moves Along the Curve

Question 63

Question 63

Multiple Choice

A point moves along the curve A point moves along the curve   . When the point is at   , its x-coordinate is increasing at the rate of 3 units per second. How fast is its y-coordinate changing at that instant of time? A)    units/sec B)    units/sec C)    units/sec D)    units/sec . When the point is at A point moves along the curve   . When the point is at   , its x-coordinate is increasing at the rate of 3 units per second. How fast is its y-coordinate changing at that instant of time? A)    units/sec B)    units/sec C)    units/sec D)    units/sec , its x-coordinate is increasing at the rate of 3 units per second. How fast is its y-coordinate changing at that instant of time?


A) A point moves along the curve   . When the point is at   , its x-coordinate is increasing at the rate of 3 units per second. How fast is its y-coordinate changing at that instant of time? A)    units/sec B)    units/sec C)    units/sec D)    units/sec units/sec
B) A point moves along the curve   . When the point is at   , its x-coordinate is increasing at the rate of 3 units per second. How fast is its y-coordinate changing at that instant of time? A)    units/sec B)    units/sec C)    units/sec D)    units/sec units/sec
C) A point moves along the curve   . When the point is at   , its x-coordinate is increasing at the rate of 3 units per second. How fast is its y-coordinate changing at that instant of time? A)    units/sec B)    units/sec C)    units/sec D)    units/sec units/sec
D) A point moves along the curve   . When the point is at   , its x-coordinate is increasing at the rate of 3 units per second. How fast is its y-coordinate changing at that instant of time? A)    units/sec B)    units/sec C)    units/sec D)    units/sec units/sec

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