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OCR: (a) 3· (2K+30)-1149+(2K-(2x) - delta*(2 *- (2*J) (b) remainder[n+1]=radix*(remainder[n]-digit[n]*divisor) (c) quotient[n+1]=quotient[n]+digit[n]*(radix"=1) (d) rem_bound_low=sum(k,0 to inf) {digitlow*(radix *) «divisor} =digitlow*divisor*radix/(radix-1) (e) rem_bound_high=sum(k,0 to inf) {digithigh*(radix *)=divisor} = digithigh*divisor*radix/(radix-1) (f) rem_bound_low sremainder[n] < rem_bound_high (g) remainder[n]/divisor ≤ digit[n] < 1+remainder[n]/divisor (h) remainder[n]/divisor-2/3 ≤ digit[n] < remainder[n]/divisor+2/3 Figure 1: Equations describing (a) the common features of the failing reciprocals; (b - )) the correct operation of dividers in general; (g) radix 10; and (b) radix 4 SRT dividers.