T(n) = t(n/3) + t(2n/3) + n solving the above recurrence relation
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Answer:
Tn = t(n/3)+ t( 2n/3) + n
Tn = tn/3 + t× 2n/3 +n
| tn/3+2tn/3=tn
Tn = tn +n
-n= tn-Tn [change the signs]
n = - tn + Tn
n= -tn + Tn , T€R, n€R, t€R
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