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# Scalar Line Integral with 3D Line Segment-Unsymmetrical Integrand

MVCALC-RKELQX

Evaluate the line integral:

$$\int_C (x+y)z ds$$

...where $C$ is the line segment from point $A(1,1,0)$ to point $B(2,3,4)$.

A

$2$

B

$e^2$

C

$\cfrac{2\pi}{3}$

D

$8\sqrt{21}$

E

$40$