Applying the Master Theorem, give asymptotic upper and lower bounds for T$($n$)$ in each of the

following recurrences. Assume that T$($n$)$ is constant for n $<=2.$

$($a$)$ Indicate values a and b and the applied case # of the Master Theorem for each given

recurrence $(0\mathrm{.}2$ pt$).$

$($b$)$ Make your bounds as tight as possible, i$.$e$.$ use the $\backslash$Theta notation $(0\mathrm{.}3$ pts$).\backslash$Theta

$1.()=4(/4)+5$