the most significant bit of a signed binary number is 0, that number is: Select one: a. incorrect b. negative c. in hexadecimal format d. positive

2. Convert the following decimal number to binary: (show Work I a. 15610 1001 1100 b. 25410 b. 17410 d. 9710

The binary number 1001 converts to the decimal number 9, with the 0th (zeroth) bit on the right representing 1 and the 3rd bit representing 8. If you're converting the decimal number 33 to binary, what is the highest numbered bit (counting from the 0th bit on the right) that will be set? a. 0th b. 1st c. 2nd d. 5th e. 6th

0.5 0.25 0.125 1/8 0.0625 1/16 0.03125 1/32 0.015625 1/64 0.0078125 1/128 For the decimal number given below, answer each question in the process of converting the value into IEEE 754-like 16-bit hex format where there is a 1- bit sign, 5-bit exponent, and 10-bit significand. You must show your work to get full credit. You may find the above graphic helpful. Given the decimal value 9.375: a) What is the unsigned binary representation for the above decimal value? [Select] b) What is the normalized scientific notation for the binary representation and decimal exponent? x 2 to the [Select] c) What is the 5-bit Bias decimal value of the exponent? (Hint: be = exponent + K where K is 15 for a 5-bit exponent) [Select] [Select] 1/2 1/4 d) What is the 5-bit binary representation of the Bias decimal value of the exponent? [Select] e) What is the value of the 16-bit representation expressed in four hexadecimal digits? The answer will be 4 hex digits. [Select]