Answer:
Blue Company
Consolidation of Parent & Subsidiary Companies :
1. c. $86,000
2. b. $47,000
3. d. $39,000
Explanation:
In preparing a consolidated income statement, Blue Company with controlling interest of 60% will eliminate intercompany transactions, sales, purchases, inventory, and profits. This is because such transactions are assumed to be within the same consolidated entity.
Only such transactions involving outsiders are taken into consideration for the purpose of determining profits and arriving at the financial position of the consolidated group.
Answer:
Variable cost = $340,200
Fixed cost = $220,000
Explanation:
Given that,
At Predicted production = 24,200 units,
Fixed costs = $220,000
Variable costs = $435,600
Per unit variable cost:
= Variable costs ÷ No. of units produced
= $435,600 ÷ 24,200
= $18 per unit
Total cost at 24,200 units,
= Variable costs + Fixed cost
= $435,600 + $220,000
= $655,600
Total cost at 18,900 units,
= Variable costs + Fixed cost
= ($18 × 18,900) + $220,000
= $340,200 + $220,000
= $560,200
Note: Fixed cost does not changes with the change in the output level.
Hello. You did not present a diagram to which the question refers. However, I will try to help you in the best possible way.
The income effect is the term related to the increase or decrease in the consumer's purchasing power in relation to the fluctuation in the price of consumer products and the value of the national currency. On the other hand, the substitution effect refers to the impact between the variation of the consumers' income value and the product's prices.
Answer:
a. start with output and then determine the resources necessary to create that output.
Explanation:
Activity-based budgets start with output and then determine the resources necessary to create that output.
Answer:
The bond will yield 4% per year
Explanation:
We have to look the bond return after three years:
year 1 will be the current year yieled
year 2 is 1 year ahead
year 3 is 2 year ahead
year 4 is three year ahead.
And from this rate we also consider the next rate as it is a two year bond:
r = 0.04 = 4%