# Check the Ubuntu BitBake files

Source: [https://docs.qualcomm.com/doc/80-88500-2/topic/35_Check_the_Ubuntu_bitbake_files.html](https://docs.qualcomm.com/doc/80-88500-2/topic/35_Check_the_Ubuntu_bitbake_files.html)

To check the Ubuntu BitBake files, perform the following steps:
      
1. Run the following command:

        bitbake libcap -c installCopy to clipboard
2. Check `libcap` to ensure that the package files are installed. For example, the `libcap` package files can be checked from the build path as shown in the following figure:
          
![](data:image/png;base64,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)

**Parent Topic:** [Add dependency](https://docs.qualcomm.com/doc/80-88500-2/topic/27_Add_dependency.html)

Last Published: Aug 18, 2023

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