Please answer the following question about RISC-V floating-point representation: a) What is the range (i.e., lower bound and upper bound) of floating-point numbers that the 32-bit RISC-V format can represent? What problems it will cause if the floating-point number we want to represent goes below the lower bound or above the upper bound? What would be a solution to such problems?

QUESTION 9 What is the hexadecimal representation of the memory variable location at address 003FBA03H in the Little Endian format from the 32-bit binary quantity represented by 10100111 110111100101101100001100b? Address in hexadecimal format 003FBA00H 003FBA01H 003FBA02H 003FBA03H 003FBA04H Data in hexadecimal format O a. The hexadecimal representation for the variable located at memory address 003FBA03 is A8. Ob. The hexadecimal representation for the variable located at memory address 003FBA03 is A5. OC. The hexadecimal representation for the variable located at memory address 003FBA03 is A3. Od. The hexadecimal representation for the variable located at memory address 003FBA03 is A7.

Please answer the following questions about RISC-V floating-point representation: a. Please represent the number -1.2356 ´ 108 using the 32-bit RISC-V format. b. What is the range (i.e., lower bound and upper bound) of floating-point numbers that the 32-bit RISC-V format can represent? What problems it will cause if the floating-point number we want to represent goes below the lower bound or above the upper bound? What would be a solution to such problems?

how how the word “RISC-V2v” coded in 8-bit ascii code would be arranged in the memory of a littleendian and a big-endian machine respectively. Assume that the machines are byte-addressable and the data are stored starting at address 0x00000000. You can use the hex representation instead of binary