Simplify each recurrence relation as much as possible. The explicit formula for the function should have the same asymptotic growth as the original recurrence relation. a. T(n)=T(nâ1)+5n3+4n

b. T(n)=T(ân/2â)+T(ân/2â)+7n

c. T(n)=3âT(ân/2â)+14

d. T(n)=3âT(ân/3â)+4n+6nlogâ¡n

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Explanation:

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