Question: #6. Assume that T(n) is an eventually nondecreasing function. Use Master Theorem to determine the order of growth of the solution of each of the

$\#6. Assume that T(n) is an eventually nondecreasing function. Use Master$

\#6. Assume that T(n) is an eventually nondecreasing function. Use Master Theorem to determine the order of growth of the solution of each of the following recurrence relations: (a) T(n)=2T(4n)+1000;T(1)=C (c) T(n)=2T(4n)+1000n;T(1)=C (b) T(n)=2T(4n)+1000n;T(1)=C (d) T(n)=2T(4n)+1000n2;T(1)=C

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