Please write a 300-word essay describing a business-related problem using the information below.

Think about, decide upon and describe a business-related problem you would like to resolve. The first step is to know and to clearly articulate a "Problem Statement" and a "Problem Question".The problem needs to be narrowed down to the extent resolution is possible. If problems are too general, you end up discovering all kinds of details and getting to a result, a solution, a resolution can be overwhelming. Keep it simple.

Describe in detail information about this problem, who cares about the problem, what people/roles are involved, why this problem needs to be resolved, what is the purpose of giving effort, time, and resources to address the problem.  Sometimes this process is referred to as a "Work Plan" although we will add the considerations regarding Anticipating the Audience and Issues in Step 2.

CASE STUDY

SA, age 6 years, has otitis media. The health care provider ordered amoxicillin 250 mg every 8 hours. The nurse asks SA's parent if SA is allergic to any drugs, and the parent says that SA is allergic to penicillin.

1. What are the similarities and differences in penicillin and amoxicillin? Explain your answer.

2. What nursing action should the nurse take and why. Explain your answer.

The health care provider changed the amoxicillin order to ceftriaxone (Rocephin) 500 mg every 12 hours. The therapeutic dosage for children is 50 to 75 mg/kg/d in 2 divided doses. The child weighs 40 pounds.

3.What are the similarities and differences in amoxicillin and ceftriaxone? Explain your answer.

4.Is the prescribed ceftriaxone dosage for SA within safe parameters? Explain your answer.

5.Explain the significance of the nurse asking about allergies to antibiotics such as penicillin. What is the relationship of penicillin and ceftriaxone in regard to allergies? Explain your answer.

6.What should the nurse include in patient teaching for SA and her parents? Explain your answer.

1. The market/industry for coffee is competitive. a. Write down the characteristics of perfect competition. b. The coffee market is at long-run equilibrium. Illustrate the long-run equilibrium using diagrams for the coffee market and for a representative coffee farm. c. A severe winter hits Europe and demand for coffee products induces a surge in the demand for coffee. Using your diagrams in part (b), show and explain what happens in the short run to (i) the coffee market and (ii) each existing coffee farm. 2. Australia and 1) United States are trade partners. How would higher interest rates in Australia relative to the US cause the AUD to appreciate. Explain in detail. Illustrate your answer with the demand and supply diagram of the Australian dollar.

2. Explain how the RBA uses open market operations (OMO) to stabilise the target cash rate. In your answer discuss the role of the exchange settlement account.

3. Aggregate Demand – Aggregate Supply Diagram a. Ghana’s economy is operating at long-run equilibrium. Analyse the short-run impact of an adverse (negative) aggregate demand shock on real GDP, unemployment rate, inflation rate, and interest rate. Illustrate your answer with the AS-AD diagram. b. What type of fiscal policy could the government implement to return the economy to its long-run equilibrium level? Explain the transmission process of the policy you identified.

4. The RBA has increased its target interest rate. What would be the impact on the Australian dollar and net exports. In your answer, discuss the actions of Australian residents and foreign residents towards the Australian dollar. Illustrate your answer with the exchange diagram.

Choose TWO variables that you feel are correlated and explain why you feel that they are correlated. Do you suspect the relation is positive or negative? Why? Which would be considered the independent variable, which the dependent variable? Why?

Run a regression analysis in Excel and provide the results in your post along with your raw data. Looking at the R² value, explain what this indicates about the strength of the relation. Then write out your Regression Equation, state if your p-value and conclusion.

About 130,000 high school students took the AP Statistics exam in 2010. The free-response section of the exam consisted of five open-ended problems and an investigative task. Each free-response question is scored on a 0 to 4 scale (with 4 being the best). For one of the problems, a random sample of 30 student papers yielded the scores that are graphed in the dot plot of part (a) in the previous problem. The mean score for this sample is x̄ = 1.267 and the standard deviation is s = 1.230.

(a) Find and interpret the standard error of the mean.

(b) Construct and interpret a 99% confidence interval to estimate the mean score on this question. Use the four-step process.

We have three cards. One is red on both sides; one is blue on both sides; one is red on one side and blue on the other side. The cards are shuffled and their orientation randomized. One card is drawn and placed on the table; the side facing up is blue.

(a) Compute the information content of this observation (that the side facing up is blue.)

(b) Find the prior and posterior probability distributions of the color of the bottom side of the card. (Use Bayes’ theorem to calculate the posterior probability distributions.)

(c) Find the entropy of each of the probability distributions you calculated in part (a).

Within capital budgeting decisions, there are three ‘hidden’ options; option to expand, option to abandon and timing options. Select one of these options and explain the option in detail with real world example.

Within capital budgeting decisions, there are three ‘hidden’ options; option to expand, option to abandon and timing options. Select option to abandon and explain the option in detail with real world example.

draw appropriate diagrams and explain in detail, why in common emitter amplifier we should have the ac signal between base and emitter to be much less than the thermal voltage

Find the eigenvalues and eigenfunctions of the problem y" + λy = 0 , y(−π/2) = 0 , y(π/2) = 0. Please explain in detail all steps. Thank you