I would say the second one "limit exists" = 1
For first one, x → ∞ ==> 1/x → 0+ So the limit is 1 i think ??
Luks lyk ive to revise limits again
can u explain mathematically for the non existence
of the following limits
lim x→∞cos(1/x)
lim x→∞(1)x
I would say the second one "limit exists" = 1
For first one, x → ∞ ==> 1/x → 0+ So the limit is 1 i think ??
Luks lyk ive to revise limits again
it says dat for the lim x→∞cos(1/x) function doesnt have a unique tendency so limit wont exist.