The formula for the given sequence is an = (1/(e^(4n)+n^2))^1/n.
The limit of the sequence as n approaches infinity is 1.
To find the limit of a sequence, you need to take the value of n to infinity and see what value the sequence approaches. If it approaches a constant value, then that is the limit of the sequence.
e is a mathematical constant that is approximately equal to 2.71828. It is often used in mathematical and scientific calculations.
Yes, you can use a calculator to find the limit of a sequence. You can input the formula for the sequence and then take the value of n to infinity to see what value the sequence approaches. However, it is important to note that calculators may not always give an exact answer and it is important to understand the concept of limits and how to find them manually.