I cannot understand why the formula of net present value is the following
why
and not
?
let me know if you need any clarification ...
Explanation: Present value is the value of money today which will be received in future. | |||||||||||
Money has the capacity to earn interest and therefore same money today worth more than received in future. | |||||||||||
Therefore each year we have to divide the cash flow with the interest rate^ times (in year) to convert this in present value term. | |||||||||||
Example: | |||||||||||
If we have $ 100 receivable for 5 year at the end of each year we need to convert this into present value. We have to use below formula | |||||||||||
Assuming interest rate is 10% | |||||||||||
Year | Cash flow | present value | |||||||||
1 | 100 | =100/(1.1)^1 | 90.90909 | ||||||||
2 | 100 | =100/(1.1)^2 | 82.64463 | ||||||||
3 | 100 | =100/(1.1)^3 | 75.13148 | ||||||||
4 | 100 | =100/(1.1)^4 | 68.30135 | ||||||||
5 | 100 | =100/(1.1)^5 | 62.09213 |
I cannot understand why the formula of net present value is the following why and not...
Please argument all your answers and explain why of your arguments so i can understand better and do not use advanced things im just taking linear algebra course. Let V be a vector space of finite dimension over a field K. T a linear operator over V and a eigenvector of T associated to the eigenvalue . If , show that . Being A any matrix associated to T in some basis of V. We were unable to transcribe this...
consider the variation of constants formula where P(t)= a) show that solves the initial value problem x'+p(t)=(t) x()= when p and q are continuous functions of t on an interval I and tg p(s)ds We were unable to transcribe this imageWe were unable to transcribe this imageWe were unable to transcribe this imageWe were unable to transcribe this imageWe were unable to transcribe this image tg p(s)ds
I am proving this theorem and I don't understand this
part.
We were unable to transcribe this imageヱdon't get-Hms part why is mTs correc+2
ヱdon't get-Hms part why is mTs correc+2
Multiple Choice: Let A =
. Let x be the solution of the following initial value problem:
x' = Ax, x(0) =
.
What is the value of ln(x())?
(a)
(b)
(c)
(d)
(e)
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Please argument all your answers and explain your arguments so i can understand better dont use advanced things im just taking linear algebra course. Let V be a vector space of finite dimension over . linear operators over V that conmute. Show that and have at least one common eigenvector We were unable to transcribe this imageWe were unable to transcribe this imageWe were unable to transcribe this imageWe were unable to transcribe this image
Let
be a simple random sample of a random variable X with density
function
, .
Given the statistic :
Calculate a statistic ( function of ) such that its espected
value is equal to
.
Thank you for your explanations
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Find the value of x(t) at a given value of t, with initial
conditions of x(0) and (0),
using Euler Method.
Consider the following dynamic system 1 (0 (t) wheere 0.5, xt20 に 4, and m 4 k- We were unable to transcribe this image
Consider the following dynamic system 1 (0 (t) wheere 0.5, xt20 に 4, and m 4 k-
NEED EXCEL SOLUTION:IN EXCEL FORMULA PLEASE We previously used the net present value function to find the present value of unequal cash flows. Now, you know exactly what net present value means: The present value of all outflows, plus the present value of all inflows. Unfortunately, as we will see, computer programmers don't understand net present value. Suppose we have a project with the following cash flows and required return. What is the NPV of the project? t Cash flow...
Help with part B, please!
I have worked part a (answer below) and drew Mohr's circle, but
I simply do not understand "b" at all. I know what hydrostatic
pressure is but I just do not understand what is asking or even how
to implement. Thanks!
Problem:
A stress element in plane stress encounters x = 20
MPa, y =
-10 MPa, and xy = 13
MPa.
(a) Determine the three principal stresses and maximum shear
stress.
( My answer:...
1.
The radius of a cone can be found using the formula
, where V stands for the volume of the cone and
h stands for the height. If
,
, and
is 3.14, find the volume (V). Round the answer to the
nearest hundredths place.
Answer options:
3,365.41 cubic units
66.99 cubic units
33.49 cubic units
133.97 cubic units
2.
Use the Quadratic Formula to solve the equation
.
Answer options:
or
or
or
or
3.
Which one of...