Consider two algorithms that perform the same function, that run in n/4 and log2(n), respectively, where n ∈ N (i.e. natural numbers).(a) Plot these runtimes on the same graph with the values n ∈ [1, 50] (don’t forget labels). Provide the set of intervals over N, where n/4 is the strictly better algorithm to use (think greater than, not greater than or equal).