Solve the following system of
equations using LU factorization without partial
pivoting:
2x1 - 6x2 - x3 =
-38
-3x1 - x2 + x3 =
-34
-8x1 + x2 - 2x3 =
-20
**I need to know how to do it by had without a financial
calculator or excel. Unsure of what formula to use.**
If a 4-year bond with a 7% coupon and a 10% yield to maturity is
currently worth $904.90, how much will it be worth 1 year from now
if interest rates are constant?
A)$947.93
B) $925.39
C) $904.90
D)$1,000.00
How do I do these computations without a normal distribution
chart and just a TI84 calculator?
6.7 Given a standard normal distribution, find the value of k
such that
(a) P(Z>k)=0 .2946;
(b) P(Z<k)=0 .0427;
(c) P(−0.93 <Z<k)=0 .7235.
6.8 Given a normal distribution with μ = 30 and σ = 6, find
(a) the normal curve area to the right of x = 17;
(b) the normal curve area to the left of x = 22;
(c) the normal...
Using the BAII Plus calculator
I am having a difficult time using this calculator to solve this
MIRR
0 =-325,000
1=50,000
2= 75,000
3=-60,000
4=225,000
5=300,000
Required rate of return =15%
We discount all negative CFs(at 15%) time 0
We compound all positive cash flows (at 15%) to 5 years
This is now the TV or Terminal Value
Please help me understand how to calculate these numbers?
Write a system of equations that represents the situation. Then,
solve the system using the inverse of a matrix.
Students were asked to bring their favorite fruit to class. 93% of
the fruits consisted of bananas, apples, and oranges. If oranges
were twice as popular as bananas, and apples were 19 percentage
points less popular than bananas, what are the percentages of each
individual fruit?
Plot the function without using a calculator, as you will not
have a calculator on the exams.
a. ? = 34 sin ?, from t = 0 to the end of the first cycle
only.
b. ? = 2sin3?, from t = 0 to the end of the second cycle only.
c. ? = 2cos3?, from t = 0 to the end of the second cycle only. d. ?
= 2sin??, from t = 0 to the end of the...
[system of linear Differential Equations] Use matrix methods to solve the follow initial -value problem,
u (t) = 2u (t) + 2v (t) + 4
V (t) = u (t) + 3v (t) – 1
u (0) = 2
v (0) = -1
[ find, u (t) and v (t) ].