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To find the temperature in degrees Celsius using the given formula \( c = n^3 + 4 \), where \( n \) is the number of cricket chirps, we can substitute \( n \) with the number of chirps Charlie counted.
Charlie counted 51 chirps, so we substitute \( n = 51 \):
\[
c = 51^3 + 4
\]
First, calculate \( 51^3 \):
\[
51^3 = 51 \times 51 \times 51 = 132651
\]
Then, add 4:
\[
c = 132651 + 4 = 132655
\]
So, the temperature in degrees Celsius is:
\[
132655 \, °C
\]
Therefore, the answer is:
**132655 °C**