Answer:
If discount rate is 11.7% Project B should be accepted.
If discount rate is 13.5% both projects should be rejected
Explanation:
If the Net present value of Project A is higher than that of project B, we will accept project A and vice versa.
<u>Under 11.7% Discount Rate</u>
Net Present Value-Project A = -82000 + 34000 / 1.117 + 34000 / 1.117² + 34000 / 1.117³ = $85.099
Net Present Value-Project B = -82000 + 115000 / 1.117³ = $516.029
Project B should be accepted as it has a higher NPV.
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<u>Under 13.5% Discount Rate</u>
Net present Value-Project A = -82000 + 34000 / 1.135 + 34000 / 1.135² + 34000 / 1.135³ = - $2397.49
Net Present Value-Project B = -82000 + 115000 / 1.135³ = - $3347.91
Both projects should be rejected as both have negative NPVs
Answer:
Effect on income= $115,000 decrease
Explanation:
Giving the following information:
Fixed costs= $45,000
Number of units= 20,000
Unitary contribution margin= $8
<u>To calculate the effect on income, we need to use the following formula:</u>
Effect on income= decrease in fixed costs - decrease in contribution margin
Effect on income= 45,000 - 20,000*8
Effect on income= $115,000 decrease
There were no choices.
However, to give some points on people with strong finance skills can manage a financial standing.
They would probably know when to spend or not depending on the cash, savings or earnings that they have. They can have estimations whether they are financially capable of every purchase. One other thing is they know the difference between a want and a need so they are focused on the needs which are priorities.
The answer to this question is that the contract is voidable. A voidable contract specificallt means that the contract can still be implemented or affirmed or rejected by one of the parties due to valid reasons. A situation where in a contract can be voidable is when the other party is not in the capacity to enter into a contract.
Answer:
$2722.82
Explanation:
Present value of loan = $1,000 * [(1+5%)^3 - 1]/ 5%
= $1,000 * (1.157625 - 1) / 0.05
= $1,000 * 0.157625/ 0.05
= $1,000 * 3.1525
= $3152.50
The present value of loan before bank restructuring is $3152.
Future value = Cash flow / (1+r)^n
= $3152 / (1+0.05)^3
= $3152 / (1.05)^3
= $3152 / 1.157625
= $2722.82
Therefore, the final payment required to pay to make indifferent for both payment is $2722.82