Answer:
annual withdrawals is $1,393.87
Explanation:
given data
Amount Deposited = $5,000
Annual Interest Rate = 7.2%
First withdrawal = 2020
last withdrawal = 2025
solution
we consider equal sized annual withdrawals = x
so we can say that Amount Deposited amount will be as
$5,000 =
..........1
we take common here
so
$5,000 =
solve it we get
x = $1,393.87
so that annual withdrawals is $1,393.87
Answer:
Explanation:
a) x1 = number of unit product 1 to produce , and
x2 number of unit product 2 to produce
A linear program that will maximize world light profit is the following
maximize
subject to 

Unit 1 is used both in products in 1 : 3 ratio which can be a maximum of 200 unit 2 is used in 2 : 2 ratio which can be maximum of 300
So, this can be written as the inequations
Profit functio is p = 0ne dollar on product A and two dollar on product B
= x + 2y
Now , we find a feasible area whose extremeties will give the maximum profit for, the graph is ( see attached file )
So on the graph, we can get the other extremeties of the shaded regional so which will not give maximum profit ,
Thus , the maximum possible profit is
p = ($1 * 125) + ($2 * 25)
= $175
Answer:
The price of the stock today is $16.83
Explanation:
The current price per share can be estimated using constant growth model of the DDM. The price per share can be calculated using the following formula,
P0 = D1 / r - g
To calculate the price today, we use the dividend expected for the next period. Thus, using the dividend that will be paid at t=11 or D11, we can calculate the price of the stock at t=10. We further need to discount this price using the required rate of return for 10 years to calculate the price of the stock today.
P10 = 6 * (1+0.04) / (0.14 - 0.04)
P10 = $62.4
The price of the stock today will be,
P0 = 62.4 / (1.14)^10
P0 = $16.83
Answer;////// An Individual who undertakes the creation, organization,and ownership of an innovative business with the potential for growth///One who draws upon his or her skills and initiative to launch a new business venture with the aim of making a profit, Often a risk-taker, inclined to see opportunity when others do not.................................Good luck
<span>A higher interest rate and/or a higher balance will result in higher interest earned.</span>