Consider the circular arc defined by: c: r(t) = (2 sin t)i + (2 cost)j +5k, 0≤t≤n. Evaluate the following integrals: a. [(x = y + 2) ds = C b. [ (v − z) dx + (x − 2) dy + (x − y) dz = C

Consider the circular arc defined by: $c : r (t) = (2 sin t) i + (2 cos t) j + 5 k, 0 \leq t \leq π .$ Evaluate the following integrals: a. $\int_{c} (x - y + z) d s =$ b. $\int_{c} (y - z) d x + (x - z) d y + (x - y) d z =$

Question

Consider the circular arc defined by: c: r(t) = (2 sin t)i + (2 cost)j +5k, 0≤t≤n. Evaluate the following integrals: a. [(x = y + 2) ds = C b. [ (v − z) dx + (x − 2) dy + (x − y) dz = C

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Consider the circular arc defined by:

c : r (t) = (2 sin t) i + (2 cos t) j + 5 k, 0 \leq t \leq π .

Evaluate the following integrals: a.

\int_{c} (x - y + z) d s =

b.

\int_{c} (y - z) d x + (x - z) d y + (x - y) d z =

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Solution for - Consider the circular arc defined by: c: r(t) = (2 sin t)i + (2 cost)j +5k, 0tn. Evaluate the

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This an additional answer to - Consider the circular arc defined by: c: r(t) = (2 sin t)i + (2 cost)j +5k, 0tn. Evaluate the

(Solved): Consider the circular arc defined by: c: r(t) = (2 sin t)i + (2 cost)j +5k, 0tn. Evaluate the ...

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