SHOW WORK FOR QUESTIONS 6-10 PLEASE
Question 6
I would like to create a 2:250 solution of sugar
20ml of sugar + 250ml of water
20ml of sugar + 230ml of water
2ml of sugar + 248ml of water
2ml of sugar + 250ml of water
SHOW WORK PLEASE
Question 7
I would like for you to make a 5X solution of starch from a 20X
starch solution
mixing 15 unit volume of 20X starch with 5 units of water...
Please solve questions 1 and 2. Please show all work and all
steps.
1.) Find the solution xa of the Bessel equation
t2x'' + tx' + t2x = 0 such that
xa(0) = a
2.) Find the solution xa of the Bessel equation
t2x'' + tx' + (t2-1)x = 0 such that
x'a(0) = a
For each questions, please show me all your work and explain the
answer.
1. A rocket is moving at 1/4 c relative to Earth. At the center
of this rocket, a light source suddenly flashes. To an observer at
rest in the rocket
a. the light pulse will reach the front of the rocket at the
same instant that it reaches the back of the rocket.
b. the light pulse will reach the front of the rocket before it
reaches...
Please show all the calculations
year
Computroids Inc
Blazers Inc
1
10%
5%
2
5%
6%
3
-3%
7%
4
12%
8%
5
10%
9%
Mean
6.8
7
Standard Deviation
5.42
1.41
a) Assuming these observations are drawn from a normally
distributed probability distribution, calculate the 68%, 95% and
99% confidence intervals for the two stocks. To calculate the 68%,
calculate the top of the confidence interval range by adding one
standard deviation to the expected return, and calculate the...
Please show all your work in Excel, please send me the
spreadsheet / workbook.
What is the market value of the following bond?
Coupon 8%
Maturity date 2038
Interest paid semiannually
Par Value $1000
Market interest rate 10%
What is the market value of the following bond?
Coupon 9%
Maturity date 2028
Interest paid semiannually
Par Value $1000
Market interest rate 8%
What is the yield to maturity of the following bond?
Coupon 9%
Maturity date 2027
Interest paid semiannually...
Consider the boundary value problem X ′′ +λX=0 , X ′ (0)=0 ,
X′(π)=0 . Find all real values of λ for which there is a
non-trivial solution of the problem and find the corresponding
solution.
Find the eigenvalues and eigenfunctions of the given boundary
value problem. Assume that all eigenvalues are real. (Let
n represent an arbitrary positive number.)
y''+λy=
0,
y(0)= 0,
y'(π)= 0