Answer:
The income before tax will be affected by discounts in 2021.
Explanation:
The terms 1/10, n/30 imply that payment made within 10 days will enjoy 1% discount while full payment has to be made within 30 days if the payment was not made within 10 days.
Since it is assumed in the question that all customers paid the net-of-discount amount on January 6, 2022, that means they all paid within 10 days and enjoyed 1% discount. The anticipated discount allowed is calculated as follows:
Anticipated discount allowed = 1% * ($25,000 * 10) = 1% * $250,000 = $2,500
Since the sales was made on December 28, 2021, the anticipated discount allowed will reduce the 2021 income before tax by $2,500.
This is based on the Matching Concept which states that revenues and their related expenses must be recognized in the accounting period.
Therefore, the income before tax will be affected by discounts in 2021.
Answer:
A: Volume-based methods are more accurate and allowed by GAAP.
Explanation:
This action could have been caused by writing off an uncollectible account.
A write-off can be described as the removal of an accounts receivable that cannot be collected which was put in the general ledger.
If an account is uncollectible, then it means that the amount that would not be collected would be eliminated. It also means that a previous allowance balance is going to get reduced.
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Answer:
Vertical growth
Explanation:
Vertical growth occurs when a company sets up operations and distribution channels for a new product. There is an expansion from its traditional product offering.
Vertical growth aims to increase control of distribution and suppliers and scaling of product within existing line of production.
Ford motor's initiative in setting up its River Rouge Plant outside of Detroit so that iron ore could enter into one end of the plant and a finished automobile could exit out of the other end is vertical growth.
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Finance Test Questions
1. The concept of present value relates to the idea that*
The discount rate is always higher when you invest now than in the future
The discount rate is always higher when you invest in the future than now
The money you have now is worth less today than an identical amount you would receive in the future
The money you have now is worth more today than an identical amount you would receive in the future
2. The formula for calculating future value (FV) is*
FV = PV/(1+r)^n
FV = PV/(1+r)*n
FV = PV x (1+r)^n
FV = PV x (1+r)*n