Answer:
2.6 years
The appropriate response to carry out the project if the payback period is within the acceptable payback period of the company
Explanation:
Payback period calculates the amount of the time it takes to recover the amount invested in a project from its cumulative cash flows.
Payback period = amount invested / cash flow
Cash flows is used in calculating the payback period.
To derive the payback period from net income, add depreciation to net income
$82,000 + $42,000 = $124,000
$321,000 / $124,000 = 2.6 years
I hope my answer helps you
Answer:
Fractional Reserves
Explanation:
Banks are required to hold money to lend out. If you deposit $100 into your account that is $100 for the bank to lend that money out to ones who need it.
In a split offering, we see that a) shares are issued from the corporation and sold by existing shareholders.
<h3>What is a split offering?</h3>
A split offering is a type of stock issuance that involves the issuing of new stock and existing stock that it is in the market already. This is why it is called a split offering - one side of the offering comes from the corporation, and the other comes from the existing shareholders.
With a split offering, the seller will be existing shareholders and not the company. This means that the corporation that issues the shares, will then cooperate with existing shareholders who will then be the ones to sell the shares.
Find out more on stock offerings at brainly.com/question/13049425.
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Answer:
It will take 1.97 years to payback the machine.
Explanation:
Giving the following information:
It will cost $7,500 to acquire a cotton candy cart. Cart sales are expected to be $3,800 a year for four years.
We need to determine the amount of time required to payback the machine.
Year 1= 3,800 - 7,500= -3,700
Year 2= 3,800 - 3,700= 100
3,700/3,800= 0.97
It will take 1.97 years to payback the machine.
Answer:
6.383%
Explanation:
Calculation for the What is the yield to maturity
Using this formula
YTM=n√Face value/Bond price -1
Where,
n=one-year
Face value=10,000
Bond price=9,400
Let plug in the formula
YTM=1√10,000/9,400−1
YTM=1.06383-1
YTM=0.06383*100
YTM=6.383%
Therefore the yield to maturity will be 6.383%
