Only need help with part 3. Use these results in the table (1) to answer the que
ID: 1719864 • Letter: O
Question
Only need help with part 3. Use these results in the table (1) to answer the questions...
Evaluate the following limits at infinity. Use your answers to "predict" without referring to the table above which method is better for sorting a "very long" list of numbers. You may use the known end behavior of functions or technology to evaluate the limits. lim_n->infinity N_H/N_M= lim_n->infinity N_M/N_C= lim_n->infinity N_H/N_C= Based on these limits, we predict ("Prediction (3)") that the best method for sorting a "very long" list of numbers is the following method(circle the answer): Heapsort/Merge exchange/Comparison Use these results in the table (1) to answer the questions: a. Is our prediction (3) valid for sorting a bridge hand? Circle the answer. Yes/No b. Is our prediction (3) valid for sorting a large class grades? Yes/No c. Is our prediction (3) valid for sorting a large state license plates? Yes/No Conclude: Roughly, how long should be our list to permit us using limits at infinity as a predictive tool? 10^(_?)Explanation / Answer
(a)Yes
Since the best method for sorting a very long list of numbers is the merge exchange.
(b) Yes
Since the best method for sorting a very long list of numbers is the merge exchange.
(c)NO
Since the best method for sorting a very long list of numbers is the merge exchange.
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