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determine lim→−() and lim→ () for the given function and value of . {−4 102 7<22≤=2

Answer :

Final answer:

The question seems to be about finding limits of a function as x approaches a certain value. An example is given using the function f(x) = 1/x, showing that limits as x approaches zero from the positive and negative sides are +∞ and -∞, respectively. For a specific answer, the correct function and limit values need to be provided.

Explanation:

Due to the nature of the question, it seems like you're asking about finding limits in mathematical functions. However, the provided function and values of limits are unclear and possibly incorrect due to probable typos. Let's use a simple function f(x) = 1/x as an example.

To calculate the limit of f(x) as x approaches 0 from the positive side (lim x→0+ f(x)), we observe that as x gets very close to zero from the positive side, the value of the function increases indefinitely; thus, the limit is +∞.

Conversely, to calculate the limit of f(x) as x approaches 0 from the negative side (lim x→0- f(x)), we observe that as x gets very close to zero from the negative side, the value of the function decreases indefinitely; thus the limit is -∞.

Your actual function might have different characteristics and therefore different limits. If you want a more specific answer, please provide the correct function and limit values.

Learn more about Limits in Mathematical Functions here:

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