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Find for
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Q. Find for
- Identify the function: Identify the function that we are finding the limit for as approaches . The function is .
- Check direct substitution: Check if direct substitution of into results in an indeterminate form. Substituting into gives , which is a determinate value.
- Evaluate limit at : Since direct substitution does not result in an indeterminate form, the limit of as approaches is simply the value of when is .
- Conclude the limit: Conclude that the limit of as approaches is .
