Answer:
r = 5%
Explanation:
Construction cost 800.000
# of barrels produced 10.000
Price per barrel $4
let the interest rate = r
Equate the net present value = 0
800000 = 10000 x 4/(1 + r) + 40000/(1 + r)2 + .......
800000 = 10000 x 4/r
r = 5%
Answer:
71.57 days
Explanation:
For computing the average collection period first we have to determine the account receivable turnover ratio which is shown below:
Account receivable turnover ratio = Credit sales ÷ average accounts receivable
where,
Average accounts receivable = (Opening balance of Accounts receivable + ending balance of Accounts receivable) ÷ 2
= ($75,000 + $83,000) ÷ 2
= $79,000
And, the net credit sale is $403,000
Now put these values to the above formula
So, the answer would be equal to
= $403,000 ÷ $79,000
= 5.10 times
Now
Average collection period in days = Total number of days in a year ÷ accounts receivable turnover ratio
= 365 days ÷ 5.10 times
= 71.57 days
Answer:
The answer is D
Explanation:
Intrinsic value can be found by simply using the following formula
Put intrinsic value = Strike Price - Current selling price
this gives,
PIV = $45 - $50 = $-5
A put intrinsic value cannot be vegetative as it can be exercised right now at the current price. Thus it is interpreted as 0.
Time value is calculated as follows
Time Value = Option Price - Intrinsic Value
This gives TV = $3.5 - $0 = $3.5
Hope this helps.
Answer:
The ending balance in the retained earnings account on December 31, 2009 was $11,000
Explanation:
For computing the retained earnings balance on December 31, 2009, the following equation should be used which is shown below:
= Ending retained earnings + dividend paid - net income
= $31,000 + $16,000 - $36,000
= $11,000
Since we have to find out the beginning retained earning so we add the dividend amount and deduct the net income amount
If we find out the ending balance of December 31, 2010, than we add the net income and deduct the dividend amount.
Hence, the ending balance in the retained earnings account on December 31, 2009, was $11,000
