What side do you come into a right hand limit from?
the right
To evaluate the right-hand limit of a function at a specific point, we approach the point from the right side i.e. values of x that are greater than the given value. Mathematically, we write it as:
lim(f(x)) as x approaches a from the right side
Or
lim(f(x)) as x→a+
For example, to evaluate the right-hand limit of f(x) at x=2, we need to approach 2 from values greater than 2, i.e. x → 2+. We can use a table of values or a graph to estimate the value of the limit. If the function approaches a single number from the right side, then the value of the right-hand limit will be the same as that number. However, if the function approaches different values from the left and right sides, then the right-hand limit does not exist.
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