Answer:
$16.00
Explanation:
Predetermined manufacturing overhead rate = Budgeted Overheads ÷ Budgeted Activity
therefore,
Predetermined manufacturing overhead rate = $32,320 ÷ 2,020
= $16.00
Applied overheads = Predetermined manufacturing overhead rate x Actual activity
therefore,
Applied overheads = $16.00 x 2,410 = $38,560
Conclusion :
Under-applied overheads = $72,200 - $38,560
= $33,640
the predetermined manufacturing overhead rate per direct labor hour for the year is $16.00
Answer:
1) FV =7012.76
2) FV =26408
3) FV ==61565.31
4) FV =18416.24
Explanation:
The formula used for calculation of future value for given present investment is given as
FV = PV ( 1 + I )ⁿ
1) for PV = 5000, n = 5 year, I = 7%
FV = 5000*(1.07)^5
FV =7012.76
2) for PV = 7200, n = 15 year, I = 9%
FV= 7250*(1.09)^15
FV =26408
3) for PV = 9000, n = 33 year, I = 6%
FV= 9000*(1.06)^33
FV ==61565.31
4) for PV = 12000, n = 8 year, I = 5.5%
FV = 12000*(1.055)^8
FV =18416.24
Answer:
Option (C) is Correct.
Explanation:
There are two countries : Home country and Foreign country.
Purchasing power parity measures or compares the currencies of the two different nations by using a basket of goods approach.
It is calculated as follows:
= (cost of basket of goods in home currency) ÷ (Cost of same basket of goods in foreign country)
We know that if there is an increase in the rate of inflation in a home country then as a result there is a fall in the value of home currency. Higher inflation will lead to an increase in the prices of goods in the home country but prices remains the same in foreign country.
Answer:
The geometric average return for this stock was <u>8.64%</u>.
Explanation:
Geometric average return refers to the return which will result in the correct compounded dollars at the end of the time period.
Geometric average return can be computed using the following formula:
Geometric average return = {[(1 + r1)(1 + r2) ... (1 + rn)]^(1/n)} - 1 ......... (1)
Where r is returns from year 1 to year n.
For the stock in the question, we have:
r1 = 9.62%, 0.0962
r2 = -14.65%, or -0.1465
r3 = 19.85%, or 0.1985
r4 = 25.35%, or 0.2535
r5 = 7.65%, or 0.0765
n = 5
Substituting the values into equation (1), we have:
Geometric average return = {[(1 + 0.0962)(1 - 0.1465)(1 + 0.1985)(1 + 0.2535)(1 + 0.0765)]^(1/5)} - 1
Geometric average return = {1.51310732605096^0.20} - 1
Geometric average return = 0.0864, or 8.64%
Therefore, the geometric average return for this stock was <u>8.64%</u>.
When an email is received in one's bank name and asks for account number, it is more likely a fraud and should be reported immediately.
It is very uncommon and rare for bank to contact an account-owner and when they does, it is usually for complicated situations, complimentary messages, product offers etc
This type of message received (<em>in question</em>) are usually from a malicious party disguising as you bank and it is referred to as email phishing.
In conclusion, when an email is received in one's bank name and asks for account number, the intent is more likely a fraud and should be reported immediately to necessary department.
Read more here
<em>brainly.com/question/1627286</em>
