The salesman at Best Buy tells a customer that the newest iPhone is the coolest smartphone on the ma

The salesman at Best Buy tells a customer that the newest iPhone is the coolest smartphone on the market. This statement is:

– unconscionable
– puffery
– stare decisis
– misrepresentation
– fraud

 

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The accompanying box-and-whisker plot represents the number of gallons of water used by 80…

The accompanying box-and-whisker plot represents the number of gallons of water used by 80 households over a 1-day period. Determine the approximate values for the median, the first and third quartiles, and the range. Does the distribution appear to be skewed? If so, is it positively skewed or negatively skewed? [4 Marks]

 

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You are required to analyse a video produced by the Immigration Museum (Melbourne)…. 1 answer below »

You are required to analyse a video produced by the Immigration Museum (Melbourne). It is

titled, Who is Next Door?

• What is the intent of this video? Please remember there can be multiple intents.

• In what way/s or how might this video function as public validation of racist experiences?

• What is the reason/s for portraying multiple perspectives?

• Where do you see yourself positioned?

• How might this video be understood in the context of Pinar’s ideas on curriculum (2011, p. 44):

“Study the relations between academic knowledge and life history in the interests of selfunderstanding and social re-construction?”

You are also expected to participate in peer review of your report, and upload a copy of the

Learning Circle Feedback Form in Assessment Drop box (2 marks)

Attachments:

 

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Jamie is 42 years old and received a $20,000 distribution fromhis Roth IRA, established in 2009. At

Jamie is 42 years old and received a $20,000 distribution fromhis Roth IRA, established in 2009. At the time of the distribution,the Roth IRA account totaled $33,378: $ 18,000 regularcontributions, $10,000 taxable conversion contributions made in2014, and $5,748 earnings. How much of his distribution is taxableand subject to the early distribution penalty? $0 taxable; $0 penalized. $0 taxable; $2,000 penalized $0 taxable; $20,000 penalized $2,000 taxable; $ 2,000 penalized . . .

 

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How Are Authentication And Authorization Alike And How Are They Different. What Is The Relationship,

How Are Authentication And Authorization Alike And How Are They Different. What Is The Relationship, If Any, Between The Two?

Paper should bed to use APA format in the reference section with out plagiarism

 

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Choose a Company that is affected by the recent “Trade War” between the U.S and China….. 1 answer below »

1) Choose a Company that is affected by the recent “Trade War” between the U.S and China.. Please use the same company you chose for (Economic Impact of the new U.S. Trade Policy Part 1) of this research project., but do not re-use the pages you have already submitted. You should search for new info, or expand on the old info you used.

2) Discuss this company’s business outlook.

Eample: earnings, profits, stock price, competitors, etc.

3) Define this company’s industry type (Monopoly, Oligopoly, Monopolistic competition, or Pure competition?). List some of this company’s characteristics, then compare these to the defined industry type characteristics.

4) Apply industry and market analysis we learned in class.

Examples:

a) Industry concentration analysis: Interpret any market share index, include C4 or HHI index if it applies.

b) Game theory analysis: Pricing or advertising decision analysis if it applies.

4) Provide business strategy recommendations in your conclusion. (Example: should this company plan more budget in advertising? Should there be an expansion for the company? Should there be merger, market share domination strategy, etc.?)

 

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For alloys of two hypothetical metals A and B, there exist an a, A-rich phase and a ß, B-rich…

For alloys of two hypothetical metals A and B, there exist an a, A-rich phase and a ß, B-rich

phase. From the mass fractions of both phases for two different alloys provided in the table

below, (which are at the same temperature), determine the composition of the phase

boundary (or solubility limit) for both a and ß phases at this temperature

Attachments:

 

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Design a plan for the procedures to be used in a survey study. Review the checklist in Table 8.1 on

Design a plan for the procedures to be used in a survey study. Review the checklist in Table 8.1 on page 165 of your textbook to determine if all questions for designing a survey method have been addressed. Remember to incorporate concepts and terminologies learned from your textbook and lectures.

Complete the following:

State the research hypothesis.
Analyze and discuss the research population and how you intend to achieve a sample for your project.
Construct a survey instrument containing 5 items that you intend to use in testing the variables in your research hypothesis. The items should be forced response using the Likert scale response set (strongly agree, agree, no opinion, disagree, strongly disagree). The survey instrument should contain a demographic section that identifies some of the respondents characteristics.
Complete this assignment in a Microsoft Word document. It should be approximately 1 to 2 pages long and single-spaced.

checklist in Table 8.1 on page 165 is attached

 

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Prove Lemma (Switch Edges). Suppose that, starting from some embeddings of planar graphs with di…

Problem 12.9. (a) Prove Lemma (Switch Edges). Suppose that, starting from some embeddings of planar graphs with disjoint sets of vertices, it is possible by two successive applications of constructor operations to add edges e and then f to obtain a planar embedding, F. Then starting from the same embeddings, it is also possible to obtain F by adding f and then e with two successive applications of constructor operations. Hint There are four cases to analyze, depending on which two constructor opera tions are applied to add e and the f. Structural induction is not needed (b) Prove Corollary Permute Edges). Suppose that, starting from some embeddings of pla nar graphs with disjoint sets of vertices, it is possible to add a sequence of edges eo, e1,...,en by successive applications of constructor operations to obtain a pla nar embedding, Then starting from the same embeddings, it is also possible to obtain F by applications of constructor operations that successively add any permutation of the edges eo, e1,...,en. Hint: By induction on the number of switches of adjacent elements needed to con- vert the sequence 0,1 ,n into a permutation 2 (0, (1) (n) (c) Prove Corollary (Delete Edge). Deleting an edge from a planar graph leaves a planar graph. (d) Conclude that any subgraph of a planar graph is planar.

Prove Lemma (Switch Edges). Suppose that, starting from some embeddings of planar graphs with disjoint sets of vertices, it is possible by two successive applications of constructor operations to add edges e and then f to obtain a planar embedding, F. Then starting from the same embeddings, it is also possible to obtain F by adding f and then e with two successive applications of constructor operations. Prove Corollary (Permute Edges). Suppose that, starting from some embeddings of planar graphs with disjoint sets of vertices, it is possible to add a sequence of edges e_0, e_1, ellipsis, e_n by successive applications of constructor operations to obtain a planar embedding, F. Then starting from the same embeddings, it is also possible to obtain F by applications of constructor operations that successively add any permutation of the edges e_0, e_1, ellipsis, e_n. Prove Corollary (Delete Edge). Deleting an edge from a planar graph leaves a planar graph. Conclude that any subgraph of a planar graph is planar.

 

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