SA 500.312 as single precision FP. DA: 500.312 as double precision SPI:-the value of t as single precision FP. DPI := the value of as double precision FP. SB:1.456 x 10 as single precision FP. DB: 1.456 x 10 as double precision FP FP. A) Write a routine that will compute the product of SA and SB and store the result in a new variable named SC, and then display SC as in item B) Write a routine that will extract just the internal FP representation of the exponent of SB and DB and then, first, display the result as a 2s complement integer in base binary (so that the number will be converted from excess to complement form), and second, display the same number as base decimal (question: do you get 5, 6, or 7 for the result why