The nth term of a sequence is represented by 8n4−5/ 6n4+7. What is the limit of the nth term as x becomes increasingly large?
8n4−5/ 6n4+7
As n becomes larger and larger, the nth term converges to:
8n4−5/ 6n4+7 = 1 1/3
What if the 4s are exponents to the n term?
It would be 4/3?
