A binary ripple Counter uses flip$-$flop that trigger on the positive edge of the clock. What will be the

count if :

$($a$)$ The normal outputs of the flip$-$flops are connected to the clock and

$($b$)$ The complement outputs of the flip$-$flops are connected to the clock?$8)$ A binary ripple counter uses flip$-$flops that trigger on the positive$-$edge of the clock. What will be the count if: $($a$)$ the normal outputs of the flip$-$flops are connected to the clock and $($b$)$ the complement outputs of the flip$-$flops are connected to the clock?