The required rate of return is $3.42%
<h3>What is Perpetuity?</h3>
A constant cash flow with indefinite period of time is called perpetuity. In this question a perpetual payment of dividend is being made. so the price of the share is calculated by the formula of perpetuity.
<u>Given:</u>
Present value of perpetuity = $92 per share
Cash flows = $3.15 every year
<u>Find:</u>
Rate of return can be calculated from the perpetuity formula
Present value of perpetuity = Cash flows / Required rate of return
Present value of perpetuity = Cash flows / Required rate of return
$92 = $3.15 / Required rate of return
Required rate of return = $3.15 / $92
= 0.0342
= $ 3.42%
Therefore the Required return for Oberholser, Inc will be 3.42%.
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<h3>answer:</h3>
not a.
not b.
not c.
it's d.
<h3>explanation:</h3>
Lower tax rates enable firms to invest more – this leads to higher growth and therefore, higher tax revenues
Answer:
The planned purchases are given as $34,500 while the value of OTB is $28,900
Explanation:
The Planned purchases is given as
Planned Sales + Planned Markdowns + Planned End of Month Inventory - Planned Beginning of Month Inventory = Planned Purchases
So here the planned sales are 25000
The planned Reductions are 1500
The End of Month inventory is 88000
The Beginning of Month Inventory is 80000 So the value is given as
25000+1500+88000-80000= Planned Purchases
Planned Purchases =34500
The OTB is given as
OTB=Planned Purchases-Commitment
OTB=34500-5600
OTB=28900
Answer: C. Both parties now have an obligation to their agreement.
Explanation:
When parties get into a contract, they have a legal obligation to each other to fulfill their part of the agreement or the other party will be able to seek redress in a court of law.
Terrance and the bank are now parties to an agreement to provide Terrence with a loan to buy a house. The bank will have to fulfill this obligation by giving Terrence the loan and Terrence will fulfill his side of the agreement by making payments as stipulated in the loan covenant.
Answer:
$31.61
Explanation:
In order to determine the amount of interest charged you must first calculate the average daily balance:
average daily balance = [($2,030 x 9) + ($1,450 x 22)] / 31 = $1,618.39
Now we must calculate the daily interest rate:
daily interest rate = 23% / 365 = 0.063%
Finally we multiply the average daily balance times the daily interest rate times the number of days in the billing period:
interest charged = $1,618.39 x 0.063% x 31 days = $31.61
