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    Calculus
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    Exam 15: Vector Anal
  5. Question
    Find the Value of the Line Integral on the Closed
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Find the Value of the Line Integral on the Closed

Question 130

Question 130

Multiple Choice

Find the value of the line integral Find the value of the line integral   on the closed path consisting of line segments from   to   , from   to   , and then from   to   , where   . (Hint: If F is conservative, the integration may be easier on an alternate path.)  A)  4,224 B)  72 C)  576 D)  520 E)  0 on the closed path consisting of line segments from Find the value of the line integral   on the closed path consisting of line segments from   to   , from   to   , and then from   to   , where   . (Hint: If F is conservative, the integration may be easier on an alternate path.)  A)  4,224 B)  72 C)  576 D)  520 E)  0 to Find the value of the line integral   on the closed path consisting of line segments from   to   , from   to   , and then from   to   , where   . (Hint: If F is conservative, the integration may be easier on an alternate path.)  A)  4,224 B)  72 C)  576 D)  520 E)  0 , from Find the value of the line integral   on the closed path consisting of line segments from   to   , from   to   , and then from   to   , where   . (Hint: If F is conservative, the integration may be easier on an alternate path.)  A)  4,224 B)  72 C)  576 D)  520 E)  0 to Find the value of the line integral   on the closed path consisting of line segments from   to   , from   to   , and then from   to   , where   . (Hint: If F is conservative, the integration may be easier on an alternate path.)  A)  4,224 B)  72 C)  576 D)  520 E)  0 , and then from Find the value of the line integral   on the closed path consisting of line segments from   to   , from   to   , and then from   to   , where   . (Hint: If F is conservative, the integration may be easier on an alternate path.)  A)  4,224 B)  72 C)  576 D)  520 E)  0 to Find the value of the line integral   on the closed path consisting of line segments from   to   , from   to   , and then from   to   , where   . (Hint: If F is conservative, the integration may be easier on an alternate path.)  A)  4,224 B)  72 C)  576 D)  520 E)  0 , where Find the value of the line integral   on the closed path consisting of line segments from   to   , from   to   , and then from   to   , where   . (Hint: If F is conservative, the integration may be easier on an alternate path.)  A)  4,224 B)  72 C)  576 D)  520 E)  0 .
(Hint: If F is conservative, the integration may be easier on an alternate path.)


A) 4,224
B) 72
C) 576
D) 520
E) 0

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