Answer:
The answer should be C.
Step-by-step explanation:
It is C because you need to do first is to find is just the vertical asymptote of the function and to plug in the x values behind the vertical asymptote.
The answer is 64
12/1.5 = 8
8 x 8 = 64
Well, by definition, the tangent vector is the vector that is the result of differentiating every component of the function. Hence, the tangent vector is T=(3,-5sint,5cost). This has a magnitude of
which yields |r|=
(by using the known trigonometric formula
that holds for all t). Thus, the unit tangent vector t is given by: t=
. Now, to find a normal unit vector, we just need to find a normal vector N and scale it appropriately. To find a normal unit vector, we can just find vector that satisfies V*T=0 (dot product of vectors). By inspection, we see that the vector N=(0, cost, sint) satisfies this requirement and that it is also a unit vector (due to the aforementioned trigonometric identity). Hence, a normal unit vector to our vector function is N.
Answer:
:O
Step-by-step explanation:
YAasSs yOu mAy nOt StOP zE cHeEsE >:3 CheeEeSe UnItEs As ONE