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3) (15 points) Determine the equation of the plane passing through the point. (−4,1,5) and containing the line with symmetric equations x − 1.
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Name:
a) (4 points) ‖v + w‖
b) (4 points) 2v · w
c) (6 points) v × w.
(Answers: a)
78, b) -56, c) 〈 39 , 38 , − 16 〉)
cos(arctan(t)),
t 3
t − 2
at the point (
2 / 2 , −2). (Answer: <
2 / 2 , − 2 > +t < −
2 / 4 , − 5 > is one
such equation)
f (t) = 〈t 2 , t cos(t) − 2 sin(t/2) cos(t/2), cos(t) + t sin(t)〉
from t = 0 to t =
π
2
. (Answer: π 2
lim t→∞
3 arctan(t) − π/ 2 , t sin
π
t
t^2 + ln(π)
t^2
)t 2 〉
.
You may assume t > 0. (Answer: 〈π, π, π〉)