Answer:
The estimated rate based on labour hour==6
The actual rate based on labour hour=6.08
The rate based on machine hour=24
The rate based on machine hour= 22.66
Explanation:
Given that Carlson estimated its overhead costs to be $240,000,direct labor hours at 40,000 and machine hours at 10,000 as well as the actual overhead costs incurred of $249,280, actual direct labor hours of 41,000, and actual machine hours of 11,000.We can calculate the to apply .
The estimated rate based on labour hour=240000/40000=6
The actual rate based on labour hour=249280/41000=6.08
The rate based on machine hour=240000/10000=24
The rate based on machine hour=249280/11000=22.66
Answer:
Hello your question has some missing part below is the missing part
Yashari’s monthly take-home pay is $1850. What percentage of her paycheck will go toward student loans if she chooses standard repayment? Does that payment amount seem reasonable? Why or why not?
answer :
14.43% of his paycheck
The payment amount is reasonable ( $ $32035 )
Explanation:
Subsidized loans = $7000
unsubsidized loans = $19000
Annual earnings = $27,000
Monthly pay = $1850
<u>solution </u>
If Yashari chooses the standard repayment the percentage of her paycheck that will go for repayment will be 14.43% while the interest rate will be 4.3%
Therefore the total repayment will be $32035 which is a reasonable amount
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The answer would be 187.50
250 $ for 20 friends would be $12.50 per friend. So, 12.5 x 15 = $187.50
Answer: C. II and III
Explanation:
Under the Security Act of 1933, new corporate bond issues of such high amounts are not exempt from the Act and so need to be registered with the Securities and Exchange Commission (SEC).
Also, as the amount exceeds $50,000,000, the issue is subject to the Trust Indenture Act of 1939 which states that the issuer should include certain protective provisions that are recommended by the SEC in order to protect bondholders. The adherence to these covenants will then be monitored by an independent trustee that is to be appointed by the Issuer.
Given that a<span>
particular city has an asian population of 1419 people, out of a total
population of 23,609.
To conduct a goodness of fit test at the 5% level to
determine if the self-reported sub-groups of asians are evenly
distributed.
Since, the parameter of interest is 'if the self-reported sub-groups of asians are evenly distributed', thus the null hypothesis is "the
self-reported sub-groups of asians are evenly distributed".</span>
