It is A. I and II
I got it in the test
The correct statements regarding a bond selling at a premium are that the market value exceeds the par value, and the selling rate is above 100. Statement III is incorrect because both corporations and governments can issue such bonds. A rising market interest rate after a bond's issuance leads to a decrease in its value.
When considering which statements apply to a bond that is selling at a premium, options I and II are relevant. A bond selling at a premium means that:
Statement III is incorrect because both corporations and governments can issue bonds that sell at a premium. Therefore, the correct answer to the question is a. I and II.
Additionally, the interest rate that Ford is paying on the borrowed funds can be determined by the coupon rate of the bond. If the market interest rate rises from 3% to 4% after the bond is issued, the value of the bond will decrease because the fixed payments from the bond become relatively less attractive compared to new bonds issued at the higher rates.
Answer:
a. Compute the output if the capital investment is $125,000 and the size of the labor force is 1,331 worker-hours.
Q(K, L) = 120K²/³ x L¹/³
Q(125,1331) = 120 x 125²/³ x 1331¹/³ = 120 x 25 x 11 = 33,000 units
b. What will happen to the output in part (a) if both the level of capital investment and the size of the labor force are cut in half
Q(K, L) = 120K²/³ x L¹/³
Q(62.5,665.5) = 120 x 62.5²/³ x 665.5¹/³ = 120 x 15.75 x 8.73 = 16,499.7 units
To solve the problem, substitute the given values for capital and labor into the function equation to find the output. Then, cut those values in half and do the process again to establish how the output changes.
To solve this problem, first we must understand the function provided: Q(K, L) = 120K^2/3 L^1/3. In this function, Q is output, K is capital investment, and L is labor force.
For part (a), we substitute K with 125 (since K is in units of $1000 and capital investment is $125,000), and L with 1331:
Q(125,1331) = 120(125)^2/3 (1331)^1/3
Solve this equation to find Q, which is the output.
For part (b), if both capital and labor are cut in half, we substitute K with 62.5 and L with 665.5 into the equation, and solve for Q again to find out how the output changes:
Q(62.5,665.5) = 120(62.5)^2/3 (665.5)^1/3
Finding the solutions to these calculations will provide you with the answers to both parts of your problem.
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b) extinction punishment
c) negative reinforcement
Answer: The correct answer is "b) extinction punishment".
Explanation: This scenario typically illustrates the reinforcement contingency ofextinction punishment.
Because the company in deciding not to reward managers this time, is extinguishing the benefit they had, in the form of punishment for the poor performance of the company.
B. A density curve of a variable represents the distribution of a discrete variable.
C. A density curve of a variable is a smooth curve with which one can identify the shape of the distribution of the variable.
D. A density curve of a variable represents the approximate distribution of a continuous variable.
Answer:
The correct answer is C. A density curve of a variable is a smooth curve with which one can identify the shape of the distribution of the variable
Explanation:
A density curve displays the distribution of data over a continuous interval or period of time. This graph is a variation of a Histogram that uses cerner smoothing to plot values, allowing smoother distributions by smoothing out the noise. The peaks of a density graph help show where the values are concentrated in the interval.
An advantage of density graphs over histograms is that they are better for determining the distribution form because they are not affected by the number of containers used (each bar used in a typical histogram). A histogram consisting of only 4 compartments will not produce a sufficiently distinguishable form of distribution as a 20 compartment histogram would. However, with density charts this is not a problem.
[The following information applies to the questions displayed below.]
Eagle Corp. operates Magnetic Resonance Imaging (MRI) clinics throughout the Northeast. At the end of the current period, the company reports the following amounts: Assets = $43,500; Liabilities = $20,500; Dividends = $2,140; Revenues = $13,100; Expenses = $8,200.
1) Calculate net income.
2) Calculate stockholders' equity at the end of the period.
job qualifications.
job salaries.
health benefits.
Answer:
B
Explanation: