Answer:
The range consistent with both sets would be $34.00 to $37.40. This includes the smallest value that is within both the P/E and EV/EBITDA ranges ($34) and the highest value within both ranges ($37.40)
Answer:
The equivalent units of of materials in September = 62,400 units
Explanation:
<em>Equivalent units are useful to apportion cost between work in progress and completed units. They are notional whole units which represent incomplete work</em>
Equivalent Units = Degree of work completed (%) × inventory units
Items units workings Equivalent units
Completed unit 58,500 58,500× 100% = 58,500
Closing WIP 6,500 6,500 × 3/5 = <u>3,900</u>
Total equivalent units of materials <u>62,400.</u>
The equivalent units of of materials in September = 62,400 units
A public company may be formed by persons among the public including Indian nationals or foreigners. It may be conceived in the government, cooperative, joint, as well as private sector of the economy. Some examples of public companies are, Reliance Industries, Tata Motors, Bharti Airtel, Larsen & Tourbo, etc.
mark me bainlest plss
Answer:
Ellison Company should recognize compensation expense on its books in the amount of $600
Explanation:
Solution
The transaction in the books of Ellison Company during the period of July 1st 2010 to December 31st 2010
On July 1st the share value was $30 *400 = 12000
On October 1st 2010 sold at $ 36 * 400 = 14400
The gain on this transaction was = $2,400
31st July 2010, less compensation expenses =$ 1,800
The fair vale to be recorded as a gain = $ 600
Answer:
r = 9.86%
Explanation:
The formula for calculating the future value of an invested amount yielding a compound interest is given by:

where:
FV = future value = $16,000
PV = present value = $10,000
r = interest rate = ?
n = number of compounding period per year = 1
t = time in years = 5
∴ 
dividing both sides by 10,000


to remove the power of 5, we have to take the 5th root of both sides:

Using your calculator:
1.09856 = 1 + r
∴ r = 1.09856 - 1 = 0.09856
r = 0.0986 = 9.86%
∴ r = 9.86%