YepRis Valdez said:Did I do it right?
Thanks! It was a wiley assignment and I thought I did it wrong xDNathanael said:Yep
Ris Valdez said:Thanks! It was a wiley assignment and I thought I did it wrong xD
Sorry! I was just making sure.PeroK said:What else could the limit possibly be?
A limit in calculus refers to the value that a function approaches as the input approaches a specific value. It is used to determine the behavior of a function at a particular point and is an essential concept in calculus.
To solve for a limit in calculus, you need to use algebraic techniques, such as factoring, cancelling, and simplifying, to manipulate the given function until you can substitute the desired value for the input. Then, you can evaluate the function and determine the limit.
A one-sided limit refers to the value that a function approaches from either the left or the right side of a specific point. On the other hand, a two-sided limit refers to the value that a function approaches from both the left and the right side of a specific point.
To solve for a limit of a sum of two functions, you can use the limit properties, which state that the limit of a sum of two functions is equal to the sum of their individual limits. Therefore, you can solve for each limit separately and then add them together to find the limit of the sum.
Yes, the limit of a sum can be equal to the sum of the limits of individual functions. This is known as the limit addition property, which states that the limit of a sum is equal to the sum of the limits when both limits exist. However, this property does not apply to other operations, such as multiplication, division, or composition of functions.