In this exercise, I will show you, How to write a C program to print hollow inverted pyramid star pattern series of n rows using for loop. How to print hollow inverted pyramid star pattern in C programming. Here, one thing is important to know that the rows of the pyramid.
Output:
![](data:image/png;base64,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)
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