I think the answer is D.52
Answer:
True
Explanation:
When machine is purchased, then the assets increase by the carrying or purchase value of the machine purchased. Here, it is of $1 million.
Further, when it is purchased as against any credit, it creates a liability with the same amount.
Since here also the liability amount = $1 million, it will be recorded with the same.
As there is no involvement of Equity or Retained earnings this do not lay any impact on carrying value of owners equity.
Thus, it is True.
According to the "Discounted Payback Period Rule," a business will approve a project if the calculated payback is shorter than a predetermined period of years.
Definition of Period of Repayment
The number of years required to recover the initial financial investment is referred to as "payback time." In other words, it measures how long a machine, facility, or other investment has produced enough net income to cover its costs.
<h3>
What are NPV and payback period?</h3>
While NPV (Net Present Value) is calculated in terms of money, payback technique refers to the length of time required for a return on investment to equal the initial investment. Payback, NPV, and countless more metrics are examples of approaches to measure the worth of a project.
To learn more about Payback period visit:
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Answer:
Option (B) is correct.
Explanation:
Given that,
Marginal federal income tax rate = 30%
Sum of your marginal state and local tax rates = 5%
Yield on thirty-year U.S. Treasury bonds = 10%
Municipal bond has a yield:
= U.S Treasury bonds × (1 - tax)
= 10% × (1 - 30%)
= (10 ÷ 100) × [1 - (30 ÷ 100)]
= (10 ÷ 100) × (70 ÷ 100
)
= (1 ÷ 10) × (7 ÷ 10
)
= (7 ÷ 100)
= 7%
Answer:
they should spend $2 in promotions
Explanation:
Baldwin's Traditional product Basket will lose 1/3 of its 2019 awareness (72%), which will result in only a 48% during 2020. If the product manager wishes to end 2020 with a 92% awareness, they must spend in promotion enough money to raise awareness by 44%.
- The first $1 million spent in promotions will increase awareness by 26%, to a total of 74% (= 48% + 26%).
- The second $1 million spent in promotions will increase awareness by 18%, to a total of 92% (= 74% + 18%).