Answer:
55,060 machines
Explanation:
Projected sales = 54,500
Estimated opening balance = 6,860
Desired ending balance = 7,420
Budgeted production = ?
Let the budgeted production be B
Using the formula
Opening balance + Budgeted production - Sales = Closing balance
6,860 + B - 54,500 = 7,420
B = 7,420 + 54,500 - 6,860
B = 55,060
The budgeted production for the year is 55,060 machines.
This answer was deleted by a Brainly Staff Member for violating our Terms of Service.
Answer:
- Now that the very evidence that lead to conviction of the defendant, that person will no longer serve the sentence given as a punishment as a result of the crime committed.
- Yes, the defendant would be free to go for now, unless they can produce any more evidence to charge him with the crime he allegedly committed.
- Conventionally it would go back to the trial court until and unless specified otherwise by the judge.
- It could go all the way up to the supreme court depending on whether the legal counsel handling the case puts in a request for it.
Hope that answers the question, have a great day!
Answer:
$0.35 per share
Explanation:
According to the scenario, computation of the given data are as follows,
Net income = $68,000
Preferred cash dividend = $18,000
So, we can calculate the basic earning per share by using following formula,
Basic Earning per share = ( Net income - Preferred cash dividend) ÷ Outstanding common shares
= ($68,000 - $18,000) ÷ [( 58,000 × 2) + (28,000 × 2 × 6/12)
= $50,000 ÷ [ 116,000 + 28,000]
= $50,000 ÷ 144,000
= $0.35 per share
Answer:
Too little money
Explanation:
In the given case, David wanted to have all required resources and he also had complete knowledge of it. However he could not get them properly due to his budget constraints which lead to shut down of his business.
This case clearly depicts the problem of too little money as the risk of failure was not mentioned as such. Also the business David was willing to open was not relate to any chemical or defense industry so there was not much regulatory burden.