Evaluate the line integral, where $ C $ is the given curve.
$ \displaystyle \int_C z^2 \, dx + x^2 \, dy + y^2 \, dz $,
$ C $ is the line segment from $ (1, 0, 0) $ to $ (4, 1, 2) $
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the value is a line to grow. First we paramour tries the lie excessive force one plus for my wife's reason. Three. T Why? Who's easy? Host Tootie? He goes from zero to one So this inter crow should be here on zero two one c square the exes Streett plus X Square The wise TT Plus Why square This's TT and we just call out the term together way had twelve t square plus ninety square plus sixty plus one plus two square. So what do we wear? Twenty three t squared plus ah, sixty plus one. So we should have twenty three times one over three kilos. His teacher over three we probably want plus six times one over ritual, which is three plus one. So this is for For which is twelve over three so thirty five over three