Based on the amount it would cost to build the machine and the interest rate as well as the payoff, the following are true:
a. The machine will take a year to build which means the payoff will only start coming in next year.
First find the present value of the perpetuity:
= 70 / 5%
= $1,400
You then need to find the present value of the above in the current period:
= 1,400 / ( 1 + 5%)
= $1,333
NPV is:
= 1,333 - 1,000 cost
= $333
B. If the amount produced increases by 1%, you should use the Gordon Growth Model:
<em>= Next payoff / ( Interest - Growth)</em>
=70/ ( 5% - 1%)
= $1,750
Take this to current year:
= 1,750 / 1.05
= $1,667
NPV will be:
= 1,667 - 1,000
= $667
Find out more about NPV at brainly.com/question/7254007.
Answer:
$8,770.00
Explanation:
In this question we use the present value formula i.e shown in the attachment below:
Data provided in the question
Future value = $0
Rate of interest = 0.48%
NPER = 4 years × 12 months = 48 months
PMT = $205
The formula is shown below:
= -PV(Rate;NPER;PMT;FV;type)
So, after solving this, the answer would be $8,770.00
Answer:
The correct answer to the following question is option B) $2500 .
Explanation:
Given information -
Proceeds to be received on life insurance - $150,000
Carin receives 10 installments of $17,500 each , which takes total amount to - $175,000
Premiums paid by Carins husband - $60,000
Carin collected - $17,500 from insurance company
The interest element that would be included in her gross income -
$175,000 - $150,000
= $25,000
She is receiving payments in form of annuity, and the amount that should be included in her gross income in the first year should -
$25,000 / $175,000 x $17,500
= $2500