Call numbers are found in the UC Library Search Catalog item record.
![How do I use a call number to find a book? - LibAnswers](data:image/png;base64,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)
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Use the first letter of the call number to determine which floor of the library to go (view library floor maps).
Read the numbers after the decimal as a decimal. (i.e. .54 comes before .6)Read the number part alphanumerically.
The last part is the year the book was published.
Need more help? Watch Call Numbers (2:10) by Sara Davidson Squibb- UC Merced Library.
Answered By: Sara Davidson Squibb
Last Updated: Oct 14, 2021 Views: 5970