Q$6)$ Assume that the following is the outcome of a particular branch when it was executed within a loop: $T,T,T,NT,T,T,T,NT,T,T,T,NT$

a$)$ What is the percentage of misprediction for a "predicted$-$ not taken" predictor $(1.$e$,$ always predict not taken$)?$

b$)$ What is the percentage of misprediction for a $2-$bit predictor with an initial value $00?-$ Strongly not taken, $01-$ weakly not taken, $10-$ weak taken, $11-$strongly taken$)$