To find the unit rate in the equation \( 880 = 16t \), we first need to solve for \( t \).
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Rearrange the equation: \[ t = \frac{880}{16} \]
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Perform the division: \[ t = 55 \]
Now, \( t = 55 \) tells us how many units correspond to the total of 880 when divided by the rate of 16 per unit.
The unit rate is the value of one unit, which in this case can be inferred as the amount associated with one unit \( t \).
Hence, the unit rate is: \[ \text{Unit Rate} = \frac{880}{t} = 16 \]
Thus, the final answer for the unit rate in this equation is: \[ \boxed{16} \]
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