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Find + Z Dy + X Dz Where C $\le$

Question 41

Multiple Choice

Find $Find + z dy + x dz where C is part of the helix r(t) = sin t i + cos t j + t k, 0 \le t \le \pi . A) 2 + B) 2 - C) 2 - D) 2 + E) 1 - \pi$ + z dy + x dz where C is part of the helix r(t) = sin t i + cos t j + t k, 0 $\le$ t $\le$ $\pi$ .

A) 2 + $Find + z dy + x dz where C is part of the helix r(t) = sin t i + cos t j + t k, 0 \le t \le \pi . A) 2 + B) 2 - C) 2 - D) 2 + E) 1 - \pi$
B) 2 - $Find + z dy + x dz where C is part of the helix r(t) = sin t i + cos t j + t k, 0 \le t \le \pi . A) 2 + B) 2 - C) 2 - D) 2 + E) 1 - \pi$
C) 2 - $Find + z dy + x dz where C is part of the helix r(t) = sin t i + cos t j + t k, 0 \le t \le \pi . A) 2 + B) 2 - C) 2 - D) 2 + E) 1 - \pi$
D) 2 + $Find + z dy + x dz where C is part of the helix r(t) = sin t i + cos t j + t k, 0 \le t \le \pi . A) 2 + B) 2 - C) 2 - D) 2 + E) 1 - \pi$
E) 1 - $\pi$