Please see attached image to see the
given data.
The trial balance
totals of the debits and credits are $2,250 debit, $2,250 credit.
<span>$1000 (cash) +
$500 (Equipment) + $750 (Salaries Expense) = $2,250 Debit
$350 (Accounts Payable) + $900 (Capital) + $1000 (Service Fees) = $2,250 Credit</span>
Answer:
Value of one right = $2.63
Explanation:
<em>A right issue is the issue of additional new shares to existing shareholders in proportion to their existing shareholdings at a price less than the current market price.</em>
<em>The value of rights is the difference between the theoretical ex-right price and the right price . </em>
Value of rights= Theoretical ex-right price - Right price
<em>The theoretical ex-right price is the price at which a share is expected to settle after the right issue assuming all the rights are taken</em>
Theoretical ex-rights price = Total value of shares after right issue/Number of shares after right issues
<em />
1 unit of old share at $25.25 = $25.25
I unit of right share at $20.00= <u>$20.00</u>
Total value of 2 shares <u>$ 45.25</u>
Theoretical ex-rights price = 45.25/2 =$22.63
Theoretical ex-rights price=$22.63
Value of rights= Theoretical ex-right price - Right price
= 22.63 - 20.00
Value of one right = $2.63
Answer: d. must stop payment if the bank has a reasonable time to act.
Explanation:
Dios as a bank holds money for it's customers which means that the money is still under the ownership of the customer in question to do as they see fit.
If the customer therefore instructs them to act in a certain way with that money, they will do so provided that it is legal of course.
Bok asks Dios to stop a payment related to his own money and so they must do so if they have enough/reasonable time to do so because as their customer, he is there first priority especially in relation to his own money.
Answer:
$270
Explanation:
If the rent is $300 then 110 units will be occupied. The manager of the apartment complex should set a price which will maximize the revenue. When the rent is increased by $2 then one additional unit will be left vacant. This will reduce the revenue of the apartment manager. The equation to find the best possible rent which maximizes the total revenue is:
Profit = 110 (p - 300)
P = 110p - 330
P = 270.
The rent for the apartment should be 270 so the total revenue will be maximized.
