Chapter 1. calc_tutorial_16_2_038

1.1 Problem Statement

{2,3,4}
{8,9,10}
{8,9,10}
{2,3,4}
$a-$b-$c
$c+$b-$a
$t*$e

C is the path from P to Q in the figure below that traces C1, C2 and C3 in the orientation indicated, and F is a vector field such that

Find the value of , where C' is the path that traverses the loop C2 $t times in the clockwise direction.

1.2 Step 1

Question Sequence

Question 1.1

Since C' is the path that traverses the loop C2 $t times in the clockwise direction, the line integral

is P/b5D6yaZJc= times the line integral

Thus we need to calculate .

Using additivity and reversing orientation of vector line integrals, calculate .

= (UYinCekNO0E=)

9DxysKU6P+4= 9DxysKU6P+4=

= U2GIbglD1oM=

Thus = 5dWJhLEUU4Y=.

Correct.
Incorrect.

1.3 Step 2

Question Sequence

Question 1.2

Calculate .

or6dmYWrEbA=

Correct.
Incorrect.