A research study that produces a correlation coefficient of -0.90 indicates <u>B.a strong negative</u> relationship between variables.
Explanation:
- Statistics divide in descriptive,predictive, inferences.
- Descriptive statistics is to describe the data.
- Predictive is to expect the future.
- Inference is to find the sample of conclusion or reasoning.
- In order to find a predictive model, 1st we need to apply.
- Association rule, One variable in relationship with other.
- Strong positive Correlation,No correlation, weak correlation, negative,
- weak negative correlation.
- 1.00 is strong correlation and -1.00 is negative correlation.
- Negative correlation means as y axis is increasing x axis is decreasing.
- Scatter plot is the best example to give positive or negative correlation.
- It is easier to create a trend line also.
Answer: Debit Cash $4,194,222; Debit Discount on bonds payable $305,778; Credit Bonds payable $4,500,000
Explanation:
Based on the information given in the question, the journal entry will be prepared as follows:
Debit Cash $4,194,222
Debit Discount on bonds payable $305,778
Credit Bonds payable $4,500,000
Note that the discount on Bonds Payable was calculated as:
= $4,500,000 - $4,194,222
= $305,778
Answer:
niiggarrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrrr
Explanation:
Based on the scenario analysis on stocks and bonds, we know the following:
- Treasury bonds will provide a higher return in a recession than in a boom.
- The expected return of Bonds is 9.8% and that of stocks is 11.6%.
- The standard deviation of Bonds is 9.24% and that of stock is 11.76%.
<h3>What does the scenario analysis on Bonds and Stocks show?</h3>
In a recession, Bond returns will be 15%. This is much higher than Bond returns in a boom of only 5%.
The expected return on bonds will be:
= ∑(Probability of Scenario x Returns in scenario)
= (0.30 x 15%) + (0.60 x 8%) + (0.10 x 5%)
= 9.8%
The expected return on stocks will be:
= (0.30 x -6%) + (0.60 x 18%) + (0.10 x 26%)
= 11.6%
Using a spreadsheet, you can input the expected returns of the stocks and the bonds to find the standard deviation to be 9.24% and 11.76%, respectively.
Find out more on stock expected returns at brainly.com/question/18724022.
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