Answer:
B) The increased title sales will offset advertising costs.
Explanation:
I solved this using an elimination process, since we can infer:
- that customer demand should increase due to the new advertising campaign.
- the sales of the new title should help increase the total sales volume.
- since the advertising campaign is about the new title, it sales should be affected by it.
- hopefully a lot of customers that listen or watch the advertising campaign will buy the new title.
The only thing that we are not given any information about is the cost of the advertising campaign, so there is no way we can tell if the increased sales will offset the costs.
Answer:
the price of bonds will tend to
fall!
Explanation:
the price of bonds will tend to
fall!investment the price of bonds will tend to
fall!the price of bonds will tend to
fall!investment = depreciationinvestment = depreciationinvestment = depreciationthe price of bonds will tend to
fall!investment = depreciationinvestment = depreciationinvestment = depreciationinvestment = depreciationinvestment = depreciation depreciation
500 rounded to the nearest tenth is 500 because there is nothing to round
Answer:
B. $1673920
Explanation:
First calculate Total loss
$2000000 loss from disposal of a component of the business and loss of $92400 from strike by the employees of a supplier
$2000000 + $92400 = $2,092,400
20% of the loss =
20% × $2,092,400
= $418,480
Therefore the effect of these events and transactions on 2020 net income net of tax would = Total loss - 20% of total loss
$2,092,400 - $418,480
= $1,673,920
Answer:
d. $625,000
Explanation:
cost of goods available for sale = cost of goods manufactured during the current period + finished goods inventory at the beginning of the period
- cost of goods manufactured during the current period = $600,000
- finished goods inventory at the beginning of the period = $25,000
cost of goods available for sale = $600,000 + $25,000 = $625,000
cost of goods sold = cost of goods available for sale - ending inventory = $625,000 - $40,000 = $585,000