Head TA Joves has been working on a problem . He correctly proved the following two statements: (1) There exists a verifier for that runs in polynomial time.  (2) Every algorithm that solves the problem runs in time greater or equal to , where n is the input size. Which of the following can we conclude from Joves’ work?

The distillery is now require to commit to a minimum order of 500 pints per month. Which statement represents this additional constraint?

Check ALL statements that are always true.

We call a graph G an IceCream of size K if G has exactly K+3 vertices, K of which form a clique, and the other three vertices together with exactly two vertices of the clique form a cycle. The picture shows an ice cream graph of size 4 and 5, respectively. Consider the IceCream problem: Input: a graph G=(V,E) and an integer K>3. Output: a subset of K+3 vertices such that the induced subgraph is an IceCream of size K, and reports NO if such subset does not exist. Show that the IceCream problem is NP-complete.  

Even if you’re paraphrasing, why must you cite your sources when you’re writing your research paper? Click all that apply.

Explain in your own words what the term “academic honesty” means and why it is important.

You should read all material with the same degree of intensity.

Any achievement that brings you closer to fulfilling your goals and dreams should be considered

According to the textbook, “Evaluation is a crucial step in reading.” What are some things you can do to evaluate how well you have understood what you have read?

Your text suggests that you should periodically take stock of where you are in your studies. Briefly explain how it says you should do this, why it is important to do so, and what you should do as a result of your rethinking process.