Answer:
A.$141.80
Explanation:
Present Value of Trish payments = 
Present Value of Trish payments = $450 + $450 
Present Value of Trish payments = $180,54
Present Value of Josh payments = 
Present Value of Josh payments = $450 
Present Value of Josh payments = $17,912
Difference between two payments = 18054 - 17912 = 141
The amount of discount that has to be included in Francis's income is 0.
<h3>How to solve for the discount amount</h3>
The amount of the discount - sales price
= 300 - 250
= $50
This is the discount when it is sold to employees
Next we solve for the gross profit as
sales price x gross profit rate
= 300 x 30%
= 90
Given the amounts that we have here we have to conclude that the amount to be included in the account is 0
Read more on what a discount is here:
brainly.com/question/9841818
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Answer: I must invest <u>$85424.14</u> today in order to buy a Ferrari nine years from now on the day I turn 30.
We have
Price of the Ferrari nine years from now (Future Value - FV) $215000
Expected Rate of return on the mutual fund (r) 10.8%
Time until I turn 30 (n) 9 years
We can calculate the Present Value (PV) or the money to be invested today as
Options :
A)net present value of the $25,000.
B)future value of the $25,000.
C)internal rate of the return on the $25,000.
D)present value of $25,000.
Answer: B)future value of the $25,000.
Explanation: The Smith's calculation and subsequent result which yielded $31,000 refers to the future value of $25,000. The initial $25000 is the present value of the amount held. If the initial amount is saved or deposited over a certain number of years in an account which yields a certain rate of interest per annum and is compounded either on a monthly, yearly, quarterly or semiannual basis as the case may be, in this scenario above, the interest is called mounded annually. This initial amount will grow and yield an amount which is greater than the present deposit. This is called the future value of the initial deposit.
Answer:
expectations of inflation decrease as a result of lower inflation in previous periods.
Explanation:
