Answer:
Explanation:
The journal entries are shown below:
On Declaration date
Retained Earnings A/c Dr $4,000,000 (400,000 shares × $10)
To Common Stock Dividend Distributable A/c $4,000,000
(Being dividend is declared)
On distribution date:
Common Stock Dividend Distributable A/c Dr $4,000,000
To Common Stock A/c $4,000,000
(Being the dividend is distributed)
Answer:
To execute new strategy
Explanation:
Firms and organisations on a quarterly or yearly basis try to change their business strategies to improve revenues and to compete in the market. Overall, implementing a new strategy is complex and it is important to perform restructuring in order to effectively apply a strategy. A restructuring process helps to easily adopt a strategy without complexities.
I believe the answer is: by informing readers of the education options being described
By putting the phrase "After high schools" , readers would know that the information that being put below the phrase would include the set of options/paths that can be done after graduation. In most career planning forms, it would contain information regarding college, scholarships, and the type of careers that can be taken with current high school diploma.
<span>The net benefits of each public good will be the total cost of the project minus the $300 cost per person. If the project costs 600$ the net benefits for each public good will be $300.
$600(total cost) - $300(cost per person) = $300(net benefits)</span>
Answer:
Minimum Transfer Price is $3.50
Explanation:
The Minimum transfer price is calculated by adding the variable cost per unit with the opportunity cost. In this case where the clock division is not operating at full capacity then the opportunity cost would be considered as $0.
Moreover, the division would be able to avoid a $0.5 cost per clock. Therefore, the variable cost will be $3.50 ($4 - $0.5) after eliminating the $0.5.
Finally, the minimum transfer would as follows:
Minimum Transfer Price = Variable cost + Opportunity Cost
Minimum Transfer Price = $3.50 + $0
Minimum Transfer Price = $3.50
