1. Perform the following conversions using subtraction or division-remainder. a. 62310 to base 3 b. 234110...

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1. Perform the following conversions using subtraction or division-remainder. a. 62310 to base 3 b. 234110 to base 7 2. Convert the following decimal fractions to binary with a maximum of 6 places to the right of the binary point. a. 43.856 b. 299.5656 3. What decimal value does the 8-bit binary number 01101110 have if: a. It is interpreted as an unsigned number b. It is on a computer using two's complement representation 4. Perform the following binary multiplications, assuming unsigned integers (these numbers are already in base-2 form). a. 1010 x 10 b. 11011 x 111 5. Assume the simple floating point model used in the slides (i.e., 14-bits of storage) a. How would we represent the numbers 67.25 and 47.98? b. Add the two numbers together. Show the calculation and the final format of the result. 1. Perform the following conversions using subtraction or division-remainder. a. 62310 to base 3 b. 234110 to base 7 2. Convert the following decimal fractions to binary with a maximum of 6 places to the right of the binary point. a. 43.856 b. 299.5656 3. What decimal value does the 8-bit binary number 01101110 have if: a. It is interpreted as an unsigned number b. It is on a computer using two's complement representation 4. Perform the following binary multiplications, assuming unsigned integers (these numbers are already in base-2 form). a. 1010 x 10 b. 11011 x 111 5. Assume the simple floating point model used in the slides (i.e., 14-bits of storage) a. How would we represent the numbers 67.25 and 47.98? b. Add the two numbers together. Show the calculation and the final format of the result. 1. Perform the following conversions using subtraction or division-remainder. a. 62310 to base 3 b. 234110 to base 7 2. Convert the following decimal fractions to binary with a maximum of 6 places to the right of the binary point. a. 43.856 b. 299.5656 3. What decimal value does the 8-bit binary number 01101110 have if: a. It is interpreted as an unsigned number b. It is on a computer using two's complement representation 4. Perform the following binary multiplications, assuming unsigned integers (these numbers are already in base-2 form). a. 1010 x 10 b. 11011 x 111 5. Assume the simple floating point model used in the slides (i.e., 14-bits of storage) a. How would we represent the numbers 67.25 and 47.98? b. Add the two numbers together. Show the calculation and the final format of the result.

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1 a 62310 to base 3 6233 207 text remainder 2 2073 69 text remainder 0 693 23 text remainder 0 233 7 ... View the full answer