Consider a quaternary, normalized floating-point number system that is base 4. Analogous to a bit, a quaternary digit is a quit. Assume that a hypothetical quaternary computer uses the following floating-point representation: where sm is the sign of the mantissa and se is the sign of the exponent (0 for positive, 1 for negative), qi, 92, 93 and q4 are the quits of the mantissa, and e1, eo are the quits of the exponent, where each quit is 0,1, 2 or 3. For parts (a) and (b), Xio is used to indicate that the number provided is in decimal. Show all your work for all parts (a) What is the computer representation -301o in this system? (b) What is the computer representation of 7.187510 in this system? Consider a quaternary, normalized floating-point number system that is base 4. Analogous to a bit, a quaternary digit is a quit. Assume that a hypothetical quaternary computer uses the following floating-point representation: where sm is the sign of the mantissa and se is the sign of the exponent (0 for positive, 1 for negative), qi, 92, 93 and q4 are the quits of the mantissa, and e1, eo are the quits of the exponent, where each quit is 0,1, 2 or 3. For parts (a) and (b), Xio is used to indicate that the number provided is in decimal. Show all your work for all parts (a) What is the computer representation -301o in this system? (b) What is the computer representation of 7.187510 in this system