Question: Problem 1 Let T ( n ) = b T ( n a ) + ( n ) T ( n ) = a 2

Problem 1
Let T(n)=bT(na)+(n)T(n)=a2T(na)+(n2)T(n)=T(n)+nT(n)=aT(na)+(n(logn)b)01be constants. Solve the following recurrences using Master Method, noting
the case that applies.
(a)T(n)=bT(na)+(n).
(b)T(n)=a2T(na)+(n2).
(c)T(n)=T(n)+n.
(d)T(n)=aT(na)+(n(logn)b).
Problem 1 Let T(n)=bT(na)+(n)T(n)=a2T(na)+(n2)T(n)=T(n)+nT(n)=aT(na)+(n(logn)b)01be constants. Solve the following recurrences using Master

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