Find $r(t)$ if $r^{\text{'}}(t)=t^{9}i4t^{3}j-t^{5}k$ and $r(0)=j.[2]$

Choose $($circle$)$ the point$($s$)$ that are not on the given curve.

$r(t)=(8t)i2tjtk$

a$.(12,8,4)$

b$.(11,6,-1)$

c$.(8,0,0)$

d$.(11,6,3)$

e$.(8,0,-4)$

$5.$ Choose $($circle$)$ the parametric equations that correspond to the given graph.

$$

a$.x=t,y=t^6,z=e^{-4t}$

b$.x=cos4t,y=t,z=sin4t$

c$.x=t,y=\frac{3t^6}{3t^2},z=t^4$

d$.x=cos4t,y=sint,z=4t$

e$.x=t,y=t^2,z=sin4t$

$2$