The amount of money that Lori should invest today is $13,506.72.
<h3>How much should Lori invest today?
</h3>
In order to determine the amount of money that Lori should invest today, the present value of $25,000 has to be determined. Present value is the sum of discounted cash flows.
Present value = $25,000 / (1.08^8) = $13,506.72
To learn more about present value, please check: brainly.com/question/26537392
#SPJ1
<span>The Solver Population Report displays the best value, average, standard deviation, maximum and minimum value for each variable or constraint across the entire range of potential solutions as determined by using the Evolutionary Method (EM). It can indicate if better solutions can be obtained by further running the EM.</span>
Answer:
$334,101.43
Explanation:
The computation of the value of this company is shown below:
Value of unlevered firm= [$63,300 × (1 - 23%)] ÷ 14.7%
= $331,571.43
And,
Value of this company = 331,571.43 + 23% of $11,000
= $331,571.43 + $2,530
= $334,101.43
As we know that value of the company is the mix o f levered firm and the unlevered firm according to that we done the calculations
It shows a pattern of responsibility.
If you have only had accounts for 1 month, it doesn't really give a full picture of whether or not you always make your payments on time, etc. However if you have had accounts for 20 years, creditors have more history to look through to determine if you are responsible.
Keep in mind, checking and savings accounts are not the primary type of accounts that creditors want to look at because those only deal with spending money you already have. Lenders really want to know how you handle money that you <em>borrow</em>, such as school loans, credit cards, rent payments, and auto loans.
Answer:
Expected rate of return will be 24%
So option (b) will be correct option
Explanation:
We have given dividend in next year will be $2
So dividend 
$
Current stock price 
= $50
And it is given that in next year stock price is $60
So growth rate 
= 20%
We have to find the expected return after 12 month, that is after 1 year
We know that current price is given by 
= 24%
So expected rate of return will be 24%
So option (B) will be correct option
