Which speed up could be achieved according to Amdahl's Law for infinte number of processes if $5\%$ of a program is sequential and the remaining part is ideally parallel?
C:20
Speedup according to Amdahl's law is found as :
Speedup = 1 / [ 1 - f1 - f2 + .. +( f1 / S1) + ( f2/S2) + ( f3/S3) .. ]
where f1 , f2 etc. : fraction of enhancements
S1 , S2 etc : Speedup corresponding to each fraction of enhancement
Here in question f=0.95
1-f=5%=0.05 and s=⚮
Then speedup=1/(0.05+(0.95/⚮))
=1/(0.05+0)=20
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