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    Calculus Early
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    Exam 14: Vector-Valued Functions
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    Graph the Curve Described by the Function, Indicating the Positive\(\le\)
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Graph the Curve Described by the Function, Indicating the Positive ≤\le≤

Question 60

Question 60

Multiple Choice

Graph the curve described by the function, indicating the positive orientation.
-r(t) = 2cos t i + 3j + 2 sin t k, for 0 ≤\le≤ t ≤\le≤ 2 π\piπ


A)
 Graph the curve described by the function, indicating the positive orientation. -r(t)  = 2cos t i + 3j + 2 sin t k, for 0  \le  t  \le 2  \pi  A)     B)     C)     D)
B)
 Graph the curve described by the function, indicating the positive orientation. -r(t)  = 2cos t i + 3j + 2 sin t k, for 0  \le  t  \le 2  \pi  A)     B)     C)     D)
C)
 Graph the curve described by the function, indicating the positive orientation. -r(t)  = 2cos t i + 3j + 2 sin t k, for 0  \le  t  \le 2  \pi  A)     B)     C)     D)
D)
 Graph the curve described by the function, indicating the positive orientation. -r(t)  = 2cos t i + 3j + 2 sin t k, for 0  \le  t  \le 2  \pi  A)     B)     C)     D)

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