General term in a sequence is a_{n}=4n+8/(n+5)
What is the sum of greatest lower bound of the sequence and lowest upper bound f the sequence. I got the answer as 5 but it must be 6.
General term in a sequence is a_{n}=4n+8/(n+5)
What is the sum of greatest lower bound of the sequence and lowest upper bound f the sequence. I got the answer as 5 but it must be 6.
Sequence is increasing and lower bound is 2(If we take n=1). If we
find the limit according to infinity upper bound is 4. But I wanted to
find it by using inequality method.
General term in a sequence is a_{n}=4n+8/(n+5)
What is the sum of greatest lower bound of the sequence and lowest upper bound f the sequence. I got the answer as 5 but it must be 6.