QUESTION 4 Represent decimal number 26.625 in IEEE single-precision floating point binary. Solve it step by step 1. Convert to binary Integral part: 2600011010 Fractional part: 0.625-101 The whole binary (without sign) is 11010.101 2. Normalize X 2 power of Actual decimal exponent E = Mantissa M = Sign S- 3. Add biased value E'=E+ , so the biased exponent in binary is 4. Combine S, E', M to get the representation