Answer:
e. A, 6,000; B, 6,000.
Explanation:
At the beginning of the process Materials A are added. Therefore it won't matter if the process is 80% or less/more is complete, the materials A have already been added and would be equivalent to the ending work-in-process inventory i.e. 6,000 units.
Materials B are added when the units are 75% complete. Since the ending work-in-process are 80% complete, then this means that the Materials B equivalent to 6,000 units have already been added to the ending inventory.
Hence, both materials A and B have been added to the ending work-in-process inventory for 6,000 units. Therefore, option E is correct.
Answer:
Twitter's amended S-1 filing
Maximum estimated capital expenditures in 2013:
= $98 million
Explanation:
Twitter's capital expenditures in 2013 can be estimated by subtracting the long-term or non-current assets of 2012 from 2013.
The 2013 long-term assets (Property and equipment, net) are worth $284,024,000
The 2012 long-term assets (Property and equipment, net) are worth $185,574,000
The capital expenditure in 2013 = $98,450,000
The implication is that Twitter added to (or increased) its property and equipment by $98,450,000, which represent new capital expenditures in 2013.
Twitter filed SEC Form 1-A (S-1) with the Securities and Exchange Commission (SEC) when it was seeking exemption for registration requirements for its public offerings as an "emerging growth company," as it is "allowed by the federal securities laws to elect to comply with certain reduced public company reporting requirements for future filings."
Answer:
74.64%
Explanation:
Average sales (μ) = 50 hot dogs
Standard deviation (σ) = 7 hot dogs
In a normal distribution, the z-score for any given number of hot dogs sold, X, is determined by:
For X = 45 hot dogs:
For X = 65 hot dogs:
A z-score of -0.7143 falls in the 23.75th percentile of a normal distribution while a z-score of 2.1429 falls in the 98.39th percentile.
Therefore, the probability that he vendor will sell between 45 and 65 hot dogs is:
The solution for this problem is:
Let x be the number of months; and
Let y be the amount paid
We know that m is $199 per month and the two other given are
6 months and 2694.
y = 199 (x -6) + 2694
y = 199 (36 -6) + 2694
y = 199 (30) + 2694
y = 8664
Mr. Scott paid $8664 after 3 years.
<span> </span>
