Answer:
$20,000 premium is amortized at the end of the first year.
Explanation:
Straight line amortization:
premium amortized = Premium / number of years
= ($5,200,000 - $5,000,000) / 10 years
= $200,000 premium / 10 years
= $20,000
Therefore, $20,000 premium is amortized at the end of the first year.
Answer:
When an item is purchased ,money is exchanged for the to.......
Explanation:
When an item is purchased ,money is exchanged for the to.......
Answer:
D
Explanation:
Repairs shouldn’t be recorded to the equipment (asset) account but should be recorded as an expense instead.
Answer:
$28.62
Explanation:
Calculation to determine what amount of revenue will be allocated to Math Fun in the package that contains all three products
First step is to calculate the Total revenue of three product if sold individually
Total revenue= $21 + $37 + $48
Total revenue= $106
Now let calculate the allocation of revenue to Math fun based on revenue proportion
Using this formula
Revenue allocation= Packaged revenue / Total individually revenue * Revenue of Math fun
Let plug in the formula
Revenue allocation= $82/106*37
Revenue allocation= $28.62
Therefore the amount of revenue that will be allocated to Math Fun in the package that contains all three products is $28.62
Answer: A few large flagship stores located in big cities; High-end pricing( Option A and D)
Explanation:
Because the people in this country usually shop close to their home, it would not be wise for a business to opt for few large flagship stores rather than a larger number of the smaller stores.
It would also be unwise for such business to sell mainly high-end products because the shoppers are used to good deals and haggling. Such company would be smart, to sell the products individually, because bulk purchases would make little sense for people that make frequent trips to the store.
Also, in a country with a congested transportation, an easy-to-access store locations will be important and having product experts on the floor who answers the questions of customers’ would appeal to network-oriented local culture.