No. The sequence (n*sin(n)) is not properly divergent. To be properly divergent it must either "tend to" +inf or -inf. We say that (xn) tends to +inf if for every real number a there exists a natural number N such that if n>=N, then xn>a.
It is clear that no such N exists for all real numbers because n*sin(n) oscillates (because of the sin(n)). Therefore (n*sin(n)) is not properly divergent. This is not a rigorous proof but the definition of proper divergence is precise and can be used for any proof dealing with proper divergence.
Not always true. Eg the divergent series 1,0,2,0,3,0,4,... has both convergent and divergent sub-sequences.
The verb for divergent is diverge. As in "to diverge something".
divergent
they are sitting and then he killed
no it's not possible as parallel lines are those which never intersect each other upon extending where divergent lines can intersect each other depending upon the angle of divergence..
divergent
It is called a divergent plate boundary.
divergent are kisses
Not always true. Eg the divergent series 1,0,2,0,3,0,4,... has both convergent and divergent sub-sequences.
Older material
Convergent on the western perimeter, divergent on the Easter perimeter.
Divergent boundary is formed
A divergent boundary's feature is a Mid-Ocean Ridge if the divergent boundary is underwater.
Divergent boundary.
divergent boundaries
Divergent was written by Veronica Roth.
The main mentor in Divergent is Tori.