Punnett squares use the ____________ of gametes to determine the genotypes and phenotypes of all possible offspring.
Two laws of probability apply to genetics. The product rule states that the chance of two events occurring ____________ is equal to the multiplied probabilities of each of those two events occurring ____________ .
The sum rule adds ____________ probabilities to determine the ____________ probability for an event.
When events are described with the word "and", the ____________ rule is used. Events described using the word "or" often use the ____________ rule.
The results of one-trait and two-trait crosses, depending upon the ____________ of the gametes, have certain characteristic ratios that describe the genotypes and phenotypes of the offspring.
The sum rule is used to determine this value when the results of each ____________ are added.
Skin color and height are examples of polygenic traits that are controlled by ____________ sets of alleles.
Polygenic traits are graphically represented as a ____________ curve.
In polygenic inheritance, ____________ alleles all code for product and have a ____________ effect on phenotype.
The effects are additive and result in a ____________ of phenotypes.
In: Biology
Evaluation of Unethical Behavior Concerning Accounting Fraud
Write a 750-word evaluation of unethical behavior in the accounting profession. Choose an example of a single company such as Enron, WorldCom, Adelphia, Tyco International, and so on for your presentation. Once you have selected the company, provide the following items in your evaluation of the ethical failures at that company:
1. Relevant facts of the fraud;
2. Ethical issues involved;
3. Primary stakeholders;
4. Unethical actions taken;
5. An evaluation of the ethical issues with respect to relevant ethical theories;
6. An evaluation of the ethical issues with respect to a Christian worldview; and
7. An explanation of the action you would have taken.
Your evaluation must cite at least 2 scholarly sources in addition to Internet sources. Be sure to include a reference list with your thread. The word count excludes references.
In: Accounting
You have been provided with the following information for a small private company, Formosa Pty Ltd, whose competitors are predominately large public companies.
|
2017 |
2018 |
2019 |
Industry average 2019 |
|
|
Net profit margin |
8.2% |
7.5% |
6.8% |
8.0% |
|
Return on equity |
13.1% |
12.3% |
11.1% |
13.5% |
|
Current ratio |
1.8 |
2.1 |
2.4 |
2.0 |
|
Quick ratio |
1.2 |
1.1 |
0.9 |
1.2 |
|
Receivables turnover |
12.2 |
12.6 |
13.0 |
13.0 |
|
Inventory turnover |
4.7 |
4.5 |
4.2 |
4.8 |
REQUIRED:
In: Accounting
QUESTION FOUR
You have been provided with the following information for a small private company, Formosa Pty Ltd, whose competitors are predominately large public companies.
|
2017 |
2018 |
2019 |
Industry average 2019 |
|
|
Net profit margin |
8.2% |
7.5% |
6.8% |
8.0% |
|
Return on equity |
13.1% |
12.3% |
11.1% |
13.5% |
|
Current ratio |
1.8 |
2.1 |
2.4 |
2.0 |
|
Quick ratio |
1.2 |
1.1 |
0.9 |
1.2 |
|
Receivables turnover |
12.2 |
12.6 |
13.0 |
13.0 |
|
Inventory turnover |
4.7 |
4.5 |
4.2 |
4.8 |
REQUIRED:
Explain the difference between liquidity and solvency when analyzing a company’s financial statements. (word limit 150)
In: Accounting
In: Operations Management
A Big Mac costs $5.25 in the United States, 32.55 pesos in Country X, and 53.55 rupees in Country Y.
a. The implied exchange rate for Country X is pesos per dollar.
b. The implied exchange rate for Country Y is rupees per dollar.
Suppose the official exchange rates are 9.4 pesos per dollar and 8.6 rupees per dollar. Based on this information:
c. the prices of goods in Country X are % (type the word higher or lower) than the U.S.
d. the prices of goods in Country y are % (type the word higher or lower) than the U.S.
e. Suppose real per capita income in the U.S. is $52,000, in Country X it is 200,000 pesos, and in Country Y it is 300,000 rupees.
Round these to the nearest whole number.
PPP adjusted real per capita income in country X is $ .
PPP adjusted real per capita income in country Y is $ .
In: Economics
Create a Python program that:
The program should:
Save the program as a Python module, and submit the program through this assignment.
In: Computer Science
Use MYSQL to create the set of database tables of the relational database model and complete the associated queries given.
Procedure: 1) Write all the SQL statements, necessary to create all tables and relationships, with Primary & Foreign keys.
2) Execute each statement in the correct order to create the relational database in MYSQL.
3)Insert some data into each table.
4) Use all your SQL create and Insert statements (from MS Word) to execute in the MYSQL WorkBench
5) Write in MS Word and execute in MYSQL WorkBench the statements necessary to; i. display all tables, ii. identify sales total for each item iii. identify delivery confirmation of sold items iv. identify marketing level for sold items
(Tables that have to be created)
Sales details
Marketing details
Customer details
Production details
Delivery details
Management details
In: Computer Science
Can you add code to this so that it finishes the combine function. Given two words as input, the output of the program should be the two words combined together with a space between them. Not allowed to use any external libraries for this assignment.
#include <stdio.h>
#include <stdlib.h>
void combine(char* p, char* q){
/* Add the necesary logic here to combine the strings
in the dynamic array p and q by inserting a space
between two words
and write the result back to p */
}
int main(){
/* No changes should be done in this part */
char* word1 = malloc(sizeof(char) * 128);
char* word2 = malloc(sizeof(char) * 128);
printf("Enter your first word:\t");
scanf("%s", word1);
printf("Enter your second word:\t");
scanf("%s", word2);
combine(word1, word2);
printf("%s\n", word1);
}
In: Computer Science
Use R to answer the following questions.
Assume that you are interested in testing H0 : E(X) = 20 versus H1 : E(X) 1 20 with a significance level of 5% using the t-test. Let the sample average be equal to 22.7 (?Ì… = 22.7) and the sample standard deviation be equal to 5.4 (s = 5.4). The sample size is 55 (n = 55).
1. Do you reject the null hypothesis?
2. If a significance level of 1% is used, do you reject the null hypothesis?
3. If the testing hypotheses are changed to H0 : E(X) = 24 versus H1 : E(X) 1 24 (with a significance level of 5%), do you reject the null hypothesis?
Once you have the answers in R, copy the text commands and results and paste them in a word processor file (e.g., Microsoft Word)
In: Math