Question: Sample explanation: There is a single loop that runs n?5 times. Each time the loop runs it executes 1 instruction in the loop header and
Sample explanation:
There is a single loop that runs n?5 times. Each time the loop runs it executes 1 instruction in the loop header and 1 instruction in the body of the loop. The total number of instructions is 2 ? (n ? 5) + 1 (for the last loop check) = 2n ? 9 = ?(n)
Calculate the complexity for foo(bar(n)), determine the corresponding growth rate (a-h), explain.
Determine the corresponding growth rate (a-h), explain. 
Here are some common orders of growth, ranked from no growth to fastest growth: a. ?(1)-constant time takes the same amount of time regardless of input size b. O(log n)- logarithmic time C. ?(n)-linear time d. ?(n log n)-linearithmic time e. ?(n2 ) f. ?(n3 ), etc.-pol g. ?(2n), egs), etc.-exponential time (considered "intractable", these are really, really horrible) h. Something else not listed lvnomial time
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