This command will search for all file type with a case insensitive ending of .conf.
find . -type f -iname "*.conf"
This will do the same search however only in the current directory, means it will not recurse through the directory.
find . -maxdepth 1 -type f -iname "*.conf"
This search will search for all file over 50 Kilobytes. If we replace k with M we get megabytes I suppose (Would it kill you to look up the man page yourself ?).
find . -maxdepth 1 -type f -iname "*.conf" -size +50k
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)
find . -type f -iname "*.conf"
This will do the same search however only in the current directory, means it will not recurse through the directory.
find . -maxdepth 1 -type f -iname "*.conf"
This search will search for all file over 50 Kilobytes. If we replace k with M we get megabytes I suppose (Would it kill you to look up the man page yourself ?).
find . -maxdepth 1 -type f -iname "*.conf" -size +50k
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