Like

Report

Evaluate each line integral using the given curve $C$.

$\int_{C} x^{3} y d x+x z d y+(x+y)^{2} d z ; C$ is the helix $\mathbf{r}(t)=\langle 2 t, \sin t, \cos t\rangle,$ for $0 \leq t \leq 4 \pi$

$8 \pi\left(48+7 \pi-128 \pi^{2}\right)=-29,991.4$

You must be signed in to discuss.

Johns Hopkins University

Missouri State University

University of Michigan - Ann Arbor

Idaho State University

in the problem. They have our equipment ending 17 and Haustein. What then? Our best do costing minus scientist. Therefore before if are 50 Indu RST needy, that is zero before and Sinuses. Date age. You scientist class today, Castine glass deep less. 17 bullets fired. Dr. That beat costing minus finding needy. So for that is equal to data General. Before 16 you sounding place to be costs fighting glass for these fire. Yes. Sank. Firing last for me. Santee Minus now, or all this is beer. Since before are these 16? Give you a scientist class to be course parting minus four is where? Scientist? My 40 sci fi minus. Thank you Need naming. So the indication to them these minus one do to for you last 56. But it's fun. Minus 384 So this is the answer