C++ for Engineers and Scientists
4th Edition
ISBN: 9781133187844
Author: Bronson, Gary J.
Publisher: Course Technology Ptr
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Chapter 9, Problem 4PP
(Useful utility) Modify the
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For each of the following, decide whether the claim is True or False and select the True ones:
Suppose we discover that the 3SAT can be solved in worst-case cubic time. Then it would
mean that all problems in NP can also be solved in cubic time.
If a problem can be solved using Dynamic Programming, then it is not NP-complete.
Suppose X and Y are two NP-complete problems. Then, there must be a polynomial-time
reduction from X to Y and also one from Y to X.
Maximum Independent Set problem is known to be NP-Complete. Suppose we have a graph G in
which the maximum degree of each node is some constant c. Then, is the following greedy
algorithm guaranteed to find an independent set whose size is within a constant factor of the
optimal?
1) Initialize S = empty
2) Arbitrarily pick a vertex v, add v to S
delete v and its neighbors from G
3) Repeat step 2 until G is empty
Return S
Yes
No
Please help me answer this coding question in the images below for me(it is not a graded question):write the code using python and also provide the outputs required
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C++ for Engineers and Scientists
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