Formulas for Converting Tk to Exentation Number n [wpcode id=”215″] The original function defining the exponent k for an exentation n is: \(e(n) = begin{cases} 0 & text{if } n=1 (-1)^n cdot lfloor n/2 rfloor & text{if } n>1 end{cases}\) To find the exentation number n from an exponent k, we derive the following three conditions based on the definition…