Answer:
The remaining part of the question is:
Which of the following statements are TRUE?
I New issues of Treasury Bills are generally priced at par
II New issues of Treasury Bonds are generally priced at par, or at a slight discount to par
III New issues of Agency Bonds are generally priced at par, or at a slight discount to par
A. I only
B. III only
C. II and III only
D. I, II, III
Correct Answer:
C. II and III only
Explanation:
It is a fact that virtually all new issues of T-Bills are always sold at a discount to par value. These are original issue discount obligations, with the accrued value of the discount being the interest income earned on these securities.
<em>Treasury Bonds and Agency Bonds are issued at par or in most cases at a very slight discount to par, and make periodic interest payments.</em>
Answer:
$984,000
Explanation:
The computation of the budgeted total manufacturing cost is shown below:
Budgeted total manufacturing costs in March = Fixed cost + Variable cost
= $24,000 + ($16 × 60,000)
= $24,000 + $960,000
= $984,000
We simply added the fixed cost and the variable cost in order to find out the budgeted total manufacturing cost
Answer:
3%
Explanation:
Given the following :
Purchased merchandise = $43,338
Number of payments required = 6
Payment per period = $8,000
PV factor (PVIFA) = (purchased merchandise / payment per period)
PVIFA = (43,338 / 8000) = 5.41725
Using the PVIFA table, we locate the interest rate on PVIFA factor of 5.41725 for a period of 6 years.
For PVIFA of 5.4172, the interest rate is 3%
Hence the implicit Interest t rate = 3%
PVIFA = [1 - (1+r)^-n] ÷ r
Answer:
Explanation:
Professors Andrew McAfee and Erik Brynjolfsson of the MIT Sloan School of Management performed a study that proved that corporations that used data driven decision management had a higher productivity (+4%) and higher profits (+6%). This study was made by the two professors and the MIT Center for Digital Business.
They were very clear in specifying that the success of data driven management is based upon the quality of the data gathered and the effectiveness of its interpretation. Not all data gathered is useful for every corporation, so it must be properly analyzed and interpreted.
Answer:
Aquaguard may choose any of the two models to minimize the production variability in the new plant.
Explanation:
Model 1: Mean = 1000, Standard Deviation(SD) = 300
Model 2: Mean = 1000, SD = 300
Model 3: Mean = 1000, SD = 300
Coefficient of variation for model 1
C.V = ( SD ÷ Mean) × 100
= ( 300 ÷ 1000 ) × 100
= 30 %
Coefficient of variation for model 2
= ( 300 ÷ 1000 ) × 100
= 30 %
Coefficient of variation for model 3
= ( 300 ÷ 1000 ) × 100
= 30 %
We conclude that all the models have same effect .
