What is the answer to i83?

The expression "i83" seems to refer to a complex number where "i" represents the imaginary unit (the square root of -1) and "83" is an exponent. To simplify it, we can use the property of powers of i: (i^n) cycles through four values: (i^1 = i), (i^2 = -1), (i^3 = -i), and (i^4 = 1). Since (83 \mod 4 = 3), we find that (i^{83} = i^3 = -i). Thus, the answer is (-i).