Design an I-section purlin for an industrial building
to support the galvanized
corrugated iron sheet roof with following details:
Spacing of the truss = 5.0 meter
Spacing of purlins = 1.5 meters
Inclination of main rafter to horizontal = 30o
Weight of galvanized sheets with bolts etc = 130 N/m2
Imposed snow load = 1.5 kN/m2
Wind load = 1.0 kN/m2
In: Civil Engineering
Consider the following reaction:
A(g)⇌2B(g)
Find the equilibrium partial pressures of A and B for each of the
following different values of Kp. Assume that the initial partial
pressure of B in each case is 1.0 atm and that the initial partial
pressure of A is 0.0 atm. Make any appropriate simplifying
assumptions.
Kp = 2.0?
Kp = 1.4 x 10^4?
Kp = 1.2 x 10^5?
In: Chemistry
Captain Science, unmasker of fuzzy thinkers and
proponent of cosmic truth, drops a 35 kg bowling ball on a stiff
spring from a height of 1.0 m and finds that the spring compresses
2 cm. If he drops the bowling ball from a height of 4.0 m,
how much will the spring compress?
8 cm
1 cm
16 cm
2 cm
4 cm
In: Physics
A cyclone cluster is required to classify a slurry feed of 29wt% solids (SGp = 2.9) at a solids flowrate of 410 tonnes per hour.
a. Determine the diameter of the cyclones required to operate at a d50 of 70 micrometres. The cyclones are to be operated at a pressure drop of 150 kPa. The SG of the liquid phase water = 1.0.
b. Determine the number of cyclones that are required if the capacity of the cyclone found in question (a) is 75 litres/second.
In: Other
A) A body falls on the ground from a height of 10 m and rebounds to a height of 2.5 m. Calculate the percentage loss of kinetic energy of the body during its collision with the ground.
B) A bomb explodes into two fragments of masses 3.0 kg and 1.0 kg. The total kinetic energy of the fragment is 6x10^4 joule. calculate the kinetic energy of the bigger fragment, and the momentum of the smaller fragment.
In: Physics
You are buying a house and the mortgage company offers to let you pay a "point" (1.0 % of the total amount of the loan) to reduce your APR from 6.50 % to 6.25 % on your $ 400000, 30-year mortgage with monthly payments. If you plan to be in the house for at least five years, should you do it? (Note: Be careful not to round any intermediate steps less than six decimal places.)
In: Finance
A firm had the following values for the four debt ratios
1.Suppose the firm issued short-term debt for cash. Liabilities to Assets
2.Suppose the firm issued short-term debt for cash. Long-Term Debt to Long-Term Capital
A. increased
3.Suppose the firm issued long-term debt and used the cash proceeds to redeem short-term debt. Treat as a unified transaction. Liabilities to Shareholders' Equity
A. increased
4.Suppose the firm issued long-term debt and used the cash proceeds to redeem the short-term debt. Treat as a unified transaction. Long-Term Debt to Shareholders' Equity
A. increased
5.Suppose the firm redeemed (paid off) long-term debt with cash. Liabilities to Assets
A. increased
6.Suppose the firm redeemed (paid off) long-term debt with cash. Long-Term Debt to Long-Term Capital
A. increased
7.Suppose the firm issued short-term debt and used the cash proceeds to repurchase shares of its common stock (treat as a unified transaction). Liabilities to Shareholders' Equity
A. increased
8.Suppose the firm issued short-term debt and used the cash proceeds to repurchase shares of its common stock (treat as a unified transaction). Long-Term Debt to Shareholders' Equity
9.Suppose the firm issued $50 million of long-term debt and $50 million of common stock and used the proceeds to buy the building and equipment needed to produce a promising new product. Liabilities to Assets
10.Suppose the firm issued $50 million of long-term debt and $50 million of common stock and used the proceeds to buy the building and equipment needed to produce a promising new product. Long-Term Debt to Shareholders' Equity
A. increased
In: Accounting
Compute and Interpret Liquidity, Solvency and Coverage
Ratios
Selected balance sheet and income statement information for
Nordstrom, Inc. for 2014 and 2013 follows.
| ($ millions) | 2014 | 2013 |
|---|---|---|
| Cash | $ 1,194 | $ 1,285 |
| Accounts receivable | 2,177 | 2,129 |
| Current assets | 5,228 | 5,081 |
| Current liabilities | 2,541 | 2,226 |
| Long-term debt | 3,113 | 3,131 |
| Short-term debt | 0 | 0 |
| Total liabilities | 6,494 | 6,176 |
| Interest expense | 161 | 160 |
| Capital expenditures | 803 | 513 |
| Equity | 2,080 | 1,913 |
| Cash from operations | 1,320 | 1,110 |
| Earnings before interest and taxes | 1,350 | 1,345 |
(a) Compute the following liquidity, solvency and coverage
ratios for both years. (Round your answers to two decimal
places.)
2014 current ratio = Answer
2013 current ratio = Answer
2014 quick ratio = Answer
2013 quick ratio = Answer
2014 liabilities-to-equity = Answer
2013 liabilities-to-equity = Answer
2014 total debt-to-equity = Answer
2013 total debt-to-equity = Answer
2014 times interest earned = Answer
2013 times interest earned = Answer
2014 cash from operations to total debt = Answer
2013 cash from operations to total debt = Answer
2014 free operating cash flow to total debt = Answer
2013 free operating cash flow to total debt = Answer
(b) Which of the following best describes the company's credit
risk?
Both the quick and current ratios for 2014 increased in the past year and are higher than 1.0, implying Nordstrom is relatively liquid. However, interest coverage ratios are high, indicating it may have difficulty making interest payments on its debt.
Both the quick and current ratios for 2014 decreased in the past year but are higher than 1.0, implying Nordstrom is relatively liquid. Interest coverage ratios are strong, indicating it has the ability to cover interest payments on its debt.
Both the quick and current ratios for 2014 decreased in the past year and are higher than 1.0, implying Nordstrom is would have difficulty converting assets to cash, if needed. However, interest coverage ratios are strong, indicating it has the ability to cover interest payments on its debt.
Both the quick and current ratios for 2014 decreased in the past year but are higher than 1.0, implying Nordstrom is relatively liquid. Interest coverage ratios are weak, indicating it may have difficulty making interest payments on its debt.
In: Accounting
Question 35
A professor in the Accountancy Department of a business school
indicated that there is much more variability in the final exam
scores of students taking the introductory accounting course as a
requirement than for students taking the course as part of their
major. Random samples of 16 non-accounting majors and 10 accounting
majors taken from the professor's class roster in his large lecture
and the following results are computed based on the final exam
scores:
|
Non-Accounting Major (1) |
Accounting Major (2) |
|
n=16 |
n=10 |
|
S2 = 210.2 |
S2 = 36.5 |
Using =5%, the test and critical F-values, for the hypothesis test to support the professor's statement, respectively are:
Select one:
a. 5.7589 and 3.77 respectively
b. 0.1736 and 3.77 respectively
c. 5.7589 and 3.01 respectively
d. 2.3998 and 3.01 respectively
Question 42
An electrical engineer is interested in the effect on the tube conductivity of five different types of coating for cathode ray tubes used in telecommunications system display device. The following conductivity data are obtained:
Coating Type
1 143 141 150 146
2 152 149 137 143
3 134 133 132 127
4 129 127 132 129
5 147 148 144 142
At 5% level of significance, is there any difference in conductivity due to coating type? What is the value of test statistic?
Select one:
a. 16.35
b. 19.0
c. 15
d. 3.06
Question 43
Last school year, the student body of a local university
consisted of 30% freshmen, 24% sophomores, 26% juniors, and 20%
seniors. A sample of 400 students taken from this year's student
body showed the following number of students in each
classification.
| Freshmen | 113 |
| Sophomores | 98 |
| Juniors | 115 |
| Seniors | 74 |
We are interested in determining whether or not there has been a significant change in the classifications between the last school year and this school year. The calculated value for the test statistic equals
Select one:
a. .54.
b. .65.
c. 2.063.
d. 2.664.
Question 46
An electric company operates a fleet of trucks that provide electrical service to the construction industry. Monthly maintenance cost has been $75 per truck. A random sample of 16 trucks provided a sample mean maintenance cost of $82.50 per month, with a sample standard deviation of $30. Using a 5% level of significance, you like to see whether the mean monthly maintenance cost has increased. Set the appropriate hypotheses and calculate the test statistic
Select one:
a. Z = +/- 1.0
b. t = +/-1.0
c. Z = 1.0
d. t = 1.0
In: Statistics and Probability
Question 4
|
Standard Error of the Mean |
||
|
Confidence Level |
||
|
Sampling Distribution of Means |
||
|
Confidence Interval |
Question 5
|
larger |
||
|
smaller |
||
|
more dispersed. |
||
|
less dispersed. |
What does the central limits theorem tell us about the mean of the sampling distribution of means?
|
The mean of the sampling distribution of means is always equal to 0. |
||
|
The mean of the sampling distribution of means is equal to the overall population mean. |
||
|
The mean of the sampling distribution of means is equal to the overall population standard deviation. |
||
|
The central limits theorem tells us nothing about the mean of the sampling distribution of means. |
Question 7
What does the central limits theorem tell about the standard deviation of the sampling distribution of means, or standard error?
|
The standard error is equal to the standard deviation of the overall population divided by the square root of the sample size. |
||
|
The standard error is equal to either 1.97 or 2.57. |
||
|
The standard error is equal to the sample mean times the sample size. |
||
|
The central limits theorem tells us nothing about the standard deviation of the sampling distribution of means, or standard error. |
Question 7
What does the central limits theorem tell about the standard deviation of the sampling distribution of means, or standard error?
A. The standard error is equal to the standard deviation of the overall population divided by the square root of the sample size.
B. The standard error is equal to either 1.97 or 2.57.
C. The standard error is equal to the sample mean times the sample size.
D. The central limits theorem tells us nothing about the standard deviation of the sampling distribution of means, or standard error.
Question 8
Which of the following symbol labels is NOT correct?
A. σ Standard Deviation of the Population
B. s Standard Deviation of the Sample
C. n Sample Size
D. μ Mean of the Sample
Question 9
If the mean of a sample is 50 and the standard deviation of the sample is 15, what Z score corresponds to a raw score of 35?
a. +1.5
b. -1.5
c. +1.0
d. - 1.0
Question 10.
Use the interactive website to determine what percent of the cases in the variable distribution described in Question 9 (Mean = 50 SD = 15) fall below the raw score of 35.
a. .1586%
b. 15.86%
c. .7344%
d. 73.44%
Question 11
Given the variable distribution described in Question 9 (Mean = 50 SD = 15), what z score corresponds to a raw score of 65?
a. +1.5
b. +.5
c. +1.0
d.-1.0
In: Statistics and Probability