Answer:
the budgeted selling and administrative expenses for July is $64,100
Explanation:
The computation of the budgeted selling and administrative expenses for July is shown below:
= Budgeted selling & admin cost + (per unit sold × July units)
= $20,000 + ($9 × 4,900 units)
= $20,000 + $44,100
= $64,100
hence, the budgeted selling and administrative expenses for July is $64,100
We simply applied the above formula
Answer:
<u>Oct 1</u>
Dr Accounts receivable 70,000
Cr Bed debts expense 70,000
(Accounts receivable is an asset and when it increases, they are debited. When expenses increase, they are credited.)
<u>Oct 30</u>
Dr Cash 70,000
Cr Accounts receivable 70,000
(Cash is an asset and when it increases, it is debited. Accounts receivable is an asset and when it decreases, they are credited)
Answer: See explanation
Explanation:
A pay off matrix has been attached.
If Fizzo decides to advertise, it will earn a profit of ($8 million) if Pop Hop advertises and a profit of ($15 million) if Pop Hop does not advertise.
If Fizzo decides not to advertise, then, it will earn a profit of ($2 million) if Pop Hop advertises and on the other hand, a profit of ($11 million) if Pop Hop does not advertise.
If Pop Hop advertises, then Fizzo makes a higher profit if it chooses (to advertise). On the other hand, if Pop Hop doesn't advertise, then Fizzo will make higher profit if it chooses (to advertise).
In a scenario whereby the firms act independently, the strategies that they will choose is that that both of the firms will prefer and choose to advertise.
At a nominal interest rate of i i convertible semiannually, an investment of 1,000 immediately and 1,500 at the end of the first year will accumulate to 2,600 at the end of the second year. Calculate i i.
Answer:
$9.00.
Explanation:
The computation of the value of a put option is shown below:
Data provided in the question
Current price of the stock = $50
Risk free rate = 6%
Strike price = $55
Sale price = $7.20
Based on the above information
The value of put option is
Put = V - P + X exp(-r
t)
= $7.20 - $50 + $55 e
RF - 0.06(1)
= $7.20 - $50 + $51.80
= $9.00
Hence, the value of put option is $9
