Answer:
$432,000 Setting up equipment ⇒ based on setup hours
$1,440,000 Other overhead ⇒ based on oven hours
product units produced setup hours oven hours
Fudge 8,000 6,400 1,600
Cookies 445,000 1,600 8,000
1) Activity rate:
- a) setup hours = total setup costs / total setup hours = $432,000 / 8,000 hours = $54 per setup hour
- b) oven hours = total other overhead costs / total oven hours = $1,440,000 / 9,600 hours = $150 per oven hour
2) total overhead assigned to fudge = (6,400 setup hours x $54 per setup hour) + (1,600 oven hours x $150 per oven hour) = $345,600 + $240,000 = $585,600
Answer:
Explanation:
Owning a franchise has the following main advantages:
1) A franchise owner gets valuable help throughout the lifespan of the business. Upon acquiring a franchise, the business owner receives a continuous training and assistance necessary for marketing and management.
2) Owning a franchise comes with a low rate of failure. A franchise comes with an established business concept that is already successful in the market which assures the owner of better chances of success compared to starting up an independent business.
Tickets are things you use to go into theme parks
<span>If nominal gdp is $12 trillion and real gdp is $10 trillion, then the gdp deflator is: </span><span>120, and this indicates that the price level has increased by 20 percent since the base year.</span>
<span>
GDP deflator reflect the effects of new prices to the product that produced domestically.
It calculated with this equation:
GDP Deflator = GDP Nominal/Real GDP x 100
= 12 Trllion /10 Trillion x 100
= 120</span>
Answer:
Mio's foreign earned income exclusion is $99,960
Explanation:
The calculation of the Mio's foreign earned income exclusion is given below:
The foreign earned income exclusion limit for 2020 is $107,600
Now the foreign earned income exclusion depend on days equivalent to
= Foreign earned income exclusion limit × (2020 days ÷ total number of days in a year)
= $107,600 × (340 days ÷ 366 days)
= $99,960
Hence, Mio's foreign earned income exclusion is $99,960
