Answer:
It gives the increment of $5,900.
Explanation:
For computing the increment effect, the following things is need to be considered.
1. Incremental sales of reworking cost = Sales price - rework cost
= $58,100 - $6,600
= $51,500
2. Scrap value = $45,600
As in the give question, the incremental value is computed based on reworking rather than scrap value. So, the scrap value amount is to be deducted from the incremental sales of reworking cost.
The amount is equals to
= $55,100 - $45,600
= $5,900
Thus, it gives the increment of $5,900.
Answer:
The correct word for the blank space is: network.
Explanation:
A network server is a computer set to be the central server to provide access of any kind such as software, devices, documents, and profiles access to other computers connected to the same network. Network servers are similar to workstations but simpler in use so high executives (managers) with average knowledge of computers can handle them with no complications.
Answer:
When you pick up or drop off an application, be prepared for an interview.
This might help: https://quizlet.com/46996034/unit-31-job-applications-flash-cards/
Answer:
$1.7
Explanation:
From the question above Kirova company recorder the following information
Number of issued common shares is 990,000
Net income is $1,436,500
Number of authorized common share is 1,000,000
Weighted average income of outstanding common shares is 845,000
Number of treasury shares is 145,000
The formular to calculate the earning per share is
= Net income/Outstanding shares
Net income= $1,436,500
Outstanding shares= number of issued common shares- number of treasury shares
= 990,000-145,000
= 845,000
Therefore, the earnings per share can be calculated as follows
= 1,436,500/845,000
= $1.7
Hence Kirova's earning per share is $1.7
Answer:
$6,500
Explanation:
outstanding common stock 40,000
outstanding preferred stock 13,000 stocks of 5%, $10
preferred stock dividends per year = 13,000 x 5% x $10 = $6,500
The company only paid $4,000 in dividends during 2019, but since the preferred stocks are non-cumulative, the remaining $2,500 will not be paid in 2020.
dividends paid during 2020 = $6,500
If the preferred stocks were cumulative, then the company would have paid $6,500 + $2,500 = $9,000 in 2020
