The weight of an organ in adult males has a​ bell-shaped distribution with a mean of 310 grams and a standard deviation of 45 grams. Use the empirical rule to determine the following. ​

(a) About 68​% of organs will be between what​ weights? ​

(b) What percentage of organs weighs between 220 grams and 400 ​grams? ​

(c) What percentage of organs weighs less than 220 grams or more than 400 ​grams?

​(d) What percentage of organs weighs between 220 grams and 355 ​grams?

A sample of biological culture was submitted to a chemical laboratory for analysis of the percentage by weight of each major element. The composition of the cells by weight was found to be 48.9% C, 5.2% H, 24.8% O, 9.46% N, and 9.2% ash.

1. Prepare an empirical formula for the cells

2. Determine the COD/organic weight ratio for the cell

3. Determine the theoretical oxygen demand including both COD and NOD

   (nitrification oxygen demand)

4. If the organics are 80% biodegradable, what is the ultimate BOD of the sample?

5. What is the TOC?

Text: Health Economics: Theory, Insights, and Industry Studies (6th Edition) ( chapter 13)

Current activity in the hospital industry shows that hospitals are consolidating to form multihospital systems. Based on your reading in the text, what do empirical studies indicate concerning cost savings of multihospital systems over single hospital systems?

Why are multihospital systems expected to be cost saving?

Why would we continue to see multihospital systems forming even if cost savings are not as evident as expected?

A 38.40 mg sample of an organic acid composed of just carbon, hydrogen, and oxygen was burned in pure oxygen to give 37.54 mg CO2 and 7.684 mg H2O in a combustion analysis. In a separate experiment, the molecular mass was determined to be 90. In a titration, 40.2 mg of the acid dissolved in 50 mL of water required 14.28 mL of 0.0625 M NaOH for complete neutralization. Use these data to draw a reasonable Lewis structure for the compound.

Determine the empirical formula of the compound using the combustion analysis data.

The weight of an organ in adult males has a​ bell-shaped distribution with a mean of 310 grams and a standard deviation of 20 grams. Use the empirical rule to determine the following.

​(a) About 95​% of organs will be between what​ weights?

​(b) What percentage of organs weighs between 250 grams and 370 grams?

​(c) What percentage of organs weighs less than 250 grams or more than 370 ​grams?

​(d) What percentage of organs weighs between 250 grams and 330 grams?

The article "Lumen International Conference Logos Universality Mentality Education Novelty (LUMEN 2013)'

Media Violence and the Cathartic Effect by Maria Florea (4p)

Which of the theories explored in the article do you feel best explains the relationship between the cathartic effect and media violence? Be sure to support your logic with empirical findings. Based on this logic do you feel that the cathartic effect can be applied to other areas of deviance outside of aggressive manifestations?

I want an answer please for this Q

1) Examine the nature, components and uses of theory in international relations as well as why theories can help us to understand the world. Be sure to also distinguish between empirical and normative theory in your answer AND to identify links between theory and practice.

2) Compare and contrast the main characteristics and assumptions of liberalism (idealism) and realism. Which one is more persuasive in its analysis of individuals, states and the international system in general and why? Be sure to use some examples in your answer.

4. If you burn 2.3 grams of a compound off the top of crème brulee, and it has carbon, oxygen, and hydrogen, would you be able to determine the empirical formula if you collected 2.7 grams water, and 4.4 grams carbon dioxide, and if yes, what is the empirical formula of the compound?

5. Which of the following has more atoms? 5.0 grams F2 or 8.0 grams S?

6. When you burn gasoline, a few different reactions can happen. One is C8H18(l) + O2(g)  H2O(l) + CO2(g) If you react 5.0 kg gasoline with 1.0 kg oxygen, how much water could you form?

7. Balance, identify the oxidizing agent and the reducing agent in the following reaction by assigning oxidation numbers, and give the phase (s, l, g, aq) of each reactant and product. H2O + Zn + HCl(aq)  H2 + H2O + ZnCl2

8. How many liters of 0.500 M H3PO4 would it take to react with 8.00 L of 0.100 M NaOH?

9. If you want to dilute some salt water solution from 3.0 M NaCl to 0.20 M NaCl and have 9.0 L after dilution, what would you need for starting volume?

4. If you burn 2.3 grams of a compound off the top of crème brulee, and it has carbon, oxygen, and hydrogen, would you be able to determine the empirical formula if you collected 2.7 grams water, and 4.4 grams carbon dioxide, and if yes, what is the empirical formula of the compound?

5. Which of the following has more atoms? 5.0 grams F2 or 8.0 grams S?

6. When you burn gasoline, a few different reactions can happen. One is C8H18(l) + O2(g)  H2O(l) + CO2(g) If you react 5.0 kg gasoline with 1.0 kg oxygen, how much water could you form?

7. Balance, identify the oxidizing agent and the reducing agent in the following reaction by assigning oxidation numbers, and give the phase (s, l, g, aq) of each reactant and product. H2O + Zn + HCl(aq)  H2 + H2O + ZnCl2

8. How many liters of 0.500 M H3PO4 would it take to react with 8.00 L of 0.100 M NaOH?

9. If you want to dilute some salt water solution from 3.0 M NaCl to 0.20 M NaCl and have 9.0 L after dilution, what would you need for starting volume?

You have 3 dice. Dice A is a fair dice while Dice B and Dice C are not fair. The odd outcomes of Dice B are twice as likely as the even outcomes while the even outcomes of Dice C are twice as likely as the odd outcomes. Each dice is thrown 5,000 times independently and you will use Excel to simulate this experiment.

1. Plot the histograms of the outcome from each dice and also the sum of the outcomes from the 3 dice. Comment on the shape of the histograms. Briefly comment on the histograms for the 3 dice individually - whether they are consistent with the theoretical results. For the sum of the outcomes from 3 dice (sum = 3,4,5,...,18), describe the distribution of the sum.
2. Obtain the (empirical) probability distribution of the outcomes of the three dice in the form of a table. You can use Excel to construct this table.
3. A member in your group repeats this experiment using three fair dice. He concludes that the result in 1.2 is identical to the experiment using Dice A, B and C. Do you agree with him? Give reasons as why. You can either obtain the theoretical values of the probabilities or empirical probabilities (recommended) of the outcomes from throwing the 3 fair dice 5000 times. Then compare the probability distributions to see whether they look like each other.