Answer:
$1,080,000
Explanation:
Calculation to determine what Razor Inc.'s total contribution margin for next year will be:
First step is to calculate the Total cost
Selling price per unit for next year $160
Less Direct Materials ($22)
(110%*20)
Less Direct Labor ($15)
Less Variable Manufacturing Overhead ($12)
Less Variable Selling ($3)
Total $108
Now let calculate the Next year contribution margin
Next year contribution margin=$108*10,000 units
Next year contribution margin= $1,080,000
Therefore Razor Inc.'s total contribution margin for next year will be:$1,080,000
Answer:
a. Yes
b. No
Explanation:
Price discrimination refers that selling the products the same product to different customers at different prices so that they can increase their sales and profits.
A. According to the given situation, the correct answer is yes as the discounted tickets are awarded on the basis of lottery or first come on the basis of first served.
b. Now, according to the second situation, the correct answer is no as it is not an advertising item as is it within the store and has no information outside the store.
Answer:
b. Credit to Fair value adjustment for $5,000.
Explanation:
Particulars Amount
Beginning balance of fair value adjustment $20,000
Less: Unrealized gain on Dec 31 <u>$15,000</u>
(515,000 - 500,000)
Credit to fair value adjustment <u>$5,000</u>
When the individual calculates the effective rate of the loan, the most appropriate statement is the effective rate will exceed the nominal rate.
<h3>What is effective annual rate?</h3>
The effective annual rate (EAR) is the interest rate for the entire year. Interest Charges Interest expense is incurred when a corporation funds itself with debt or capital leases.
Interest appears on the income statement, but it can also be earned on an investment or paid on a loan as a result of compounding interest over time.
It is usually higher than the marginal rate and is used to evaluate different financial products with varying compounding periods - weekly, monthly, yearly, and so on.
When the number of compounding periods is increased, the effective yearly interest rate rises over time.
Therefore, the correct option is A.
Learn more about the effective rates of the loans here:
brainly.com/question/2405320
A = 9,875 (1 + 0.048/12)^ 12(12)
A = $ 15,547
The amount of interest earned on investment = $ 15,547 - $ 9,875
= $ 7,672
Hope this helps