Please solve all of the questions, questions 1, 2, and 3. Please
show all work and all steps.
1.) Find x(t) = Σ aktk such that tx'' =
x
2.) Find x(t) = Σk>=0 aktk
such that x'' = tx + 1 and x(0) = 0, x'(0) = 1
3.) Using the Frobenius method, solve t2x'' - 3tx' +
(4-t)x = 0
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
Find the solution to the boundary value problem:
?^2?/??2−6??/??+5?=0, ?(0)=10,?(1)=6
Please show me all your work, I want to know where I went wrong.
Thank you!
Show that the numbers 1, 3, 3^2 , . . . , 3^15 and 0 for a
complete system of residues (mod 17). Do the numbers 1, 2, 2^2 , .
. . , 2^15 and 0 constitute a complete system of residues (mod
17)?
Please solve all parts of the following question. Please show
all work and all steps.
1a.) Solve
x' = x + 3y + 2t
y' = x - y + t^2
1b.) Solve
x' + ty = -1
y' + x' = 2
1c.) Solve
x' + y = 3t
y' - tx' = 0
Show work please
1. 3 Sn2+(aq) + 2 Al(s)??2 Al3+(aq) + 3 Sn(s). What is the
voltage for this cell?
2. What is the Gibbs Free Energy for the above reaction assuming
standard conditions?
3. What is the Gibbs Free Energy for the cell in question 1 if
the Sn2+(aq) is [.15] and Al3+(aq) is [1.80]?
4. Describe what happens within the salt bridge between the two
cells
Please solve the following questions. Please show all work and
all steps.
1a.) Find CDF of the Bernoulli Distribution.
1b.) Explain your reasoning for part 1a above. Do not use a
series result.
2a.) For the geometric distribution, show that the geometric pdf
is actually a pdf (all probabilities are greater than or equal to 0
and the sum of the pdf from x=1 to x=infinity is equal to 1).
2b.) Find E(X) for 2a above.
2c.) Find V(X) for...