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Recall the IEEE Std 754 binary32 and binary64 formats we looked at in cla.. We can pcmtulate a s' albeit smaller binary16 floating-point number format. Let us suppose that binary16 has a sign bit, a espouent, where bias = 261 I = 31, and a 9-bit fraction with an implied leading I bit, (a) (5 pts.) Show the binary16 hex representation for the decimal floating-point value q 5.25 (b) (5 pts.) Show the decimal floating-point value for the binary16 hex representation 014888 (c) (5 pts.) Show the addition (in the IEEE Std 754 sense) Of the given in parts (a) and (b). (d) (5 pts.) Show thc multiplication (in the IEEE 754 sense) of the values given in parts (a) and (b). (5 pts.) A computer spends 30 percent of the time on floating point operations, 20 percent doing 1/0, and 50 percent on integer Operatiorus_ Two improvements are being considered; enhancement l) make integer operations run two times faster, Or enhancement 2) make floating-point operations run ten times faster. Use Amdahl's Law to determine which enhancement is better fov