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Solve the following recurrence relation to find an explicit formula for x(n), and then use the most appropriate notation amon
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Answer #1

explicit formula for x(n) = 1 + (n - 5)/4

growth is x(n) = O(n)

x(n) - X(1/5)+ n X(9/5) = x(42) + x(n)= (1/2) + +n x(72) = x(73) + Xn) = *(53) + 2 + $ +n X (1/3) + n(1+ y +1,2) = x(%*) + n(

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