Only need 4. Please provide
explanation along with answer. We didn't cover how to do this in
class and I'm very confused
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Only need 4. Please provide explanation along with answer. We didn't cover how to do this in clas...
please answer immediately thank you 4. [-/1 Points] DETAILS SCALCCC4 7.1.006. Consider the following differential equation....
please answer immediately
thank you
4. [-/1 Points] DETAILS SCALCCC4 7.1.006. Consider the following differential equation. ry + y = 5 (a) Show that every member of the family of functions y = (51n(x) + C)/x is a solution of the differential equation. (Do this on paper. Your instructor may ask you to turn in this work.) (b) Illustrate part (a) by graphing several members of the family of solutions on a common screen. (Do this on paper. Your instructor...
please solve problems 5, 6, and 7. The last guy didn't answer all three and I...
please solve problems 5, 6, and 7. The last guy didn't answer
all three and I need all three. If you're gonna answer at least do
6 and 7 since we already have 5.
5. Find the general solution to y" – 4y + 4y = - +1+sin z. 6. Find the general solution to y" – 2y + y = tel 1+2 7. Find the general solution to at + 1)'y' + b(t – 1)y' + cy = 0,...
2. (3+4+4+4 pts) In this problem, we discuss a method of solving SOL equations known as...
2. (3+4+4+4 pts) In this problem, we discuss a method of solving SOL equations known as Reduction of Order. Given an equation y" +p(a)y' +9(2)y = 0, and assuming yi is a solution, Reduction of Order asks: does there exist a second, linearly-independent solution y2 of the form y2 = u(x)41 for some function u(x)? See Section 3.2, Exercise 36 for reference). We'll now use this to solve the following problem. (a) Consider the SOL differential equation sin(x)y" — 2...
Please show all the details steps, and give a brief explanation in part C. Thank you...
Please show all the details steps, and give a brief
explanation in part C. Thank you very much!
This problem involves the homogeneous differential
equation
i: _ 6.1. 0 that you considered in part a of the previous problem. (a) Find the general solution of i - i- 6r--25 sin(4t) ( b) Find a particular solution of _ T -6x-12e-3t 12e-3t-25 sin(4t). How is this general solution related to the particular solutions you found in the previous parts of this...
hellllllllllp please a) Verify that the function y = ?? + is a solution of the...
hellllllllllp please
a) Verify that the function y = ?? + is a solution of the differential equation zy' +2y 4x? (x > 0). b) Find the value ofe for which the solution satisfies the initial condition (2) - 5. = Submit Question a) Verify that the function y=x? + с 2 is a solution of the differential equation ry' + 2y = 4x², (x > 0). b) Find the value of c for which the solution satisfies the initial...
Question 8 please 5. We start with Schrodinger's Equation in 2(x,t) = H¥(x,t). We can write...
Question 8 please
5. We start with Schrodinger's Equation in 2(x,t) = H¥(x,t). We can write the time derivative as 2.4(x, t) = V(x,+) - (xt), where At is a sufficiently small increment of time. Plug the algebraic form of the derivative into Schrodinger's Eq. and solve for '(x,t+At). b. Put your answer in the form (x,t+At) = T '(x,t). c. What physically does the operator T do to the function '(x,t)? d. Deduce an expression for '(x,t+24t), in terms...
Part A is right i just need help with B Consider a radioactive material with a...
Part A is right i just need help with B
Consider a radioactive material with a decay constant of 2 per month, and every month we add 3 grams of material. Then, the radioactive material is described by the differential equation 2y3. (a) Find an explicit expression of all solutions y of the differential equation above. Denote by c any arbitrary integration constant. vlt) (exp(-2t-c)-3)/2 (b) Suppose the initial amount of material is 4 grams. From all the solutions above,...
Please show every step and provide thorough explanation. I don't understand this problem at all (I...
Please show every step and provide thorough explanation. I don't
understand this problem at all (I don't even understand what psi
means).
I'm studying for the Physics GRE, and I was never taught this in
any class, so as much info as you could give me would be very
helpful!
(The answer is D according to the answer sheet)
The normalized ground state wave function of 2 hydrogen is V100 = r120, where (47)1/2 a 3/2 ao is the Bohr...
Problem 1 (20 points) Consider the differential equation for the function y given by 4 cos(4y)...
Problem 1 (20 points) Consider the differential equation for the function y given by 4 cos(4y) 40e 2e) cos(8t)+5 eu 2t) sin(8t)/ - 12e - 0. 8 sin(4y) y a. (4/20) Just by reordering terms on the left hand side above, write the equation as Ny + M 0 for appropriate functions N, M. Then compute: aN(t, y) ayM(t, y) b. (8/20) Find an integrating factor If you keep an integrating constant, call it c (t) N and M M,...
y(t) is INCORRECT but x(t) is CORRECT DIFFERENTIAL EQUATIONS / Linear Algebra Only people that are...
y(t) is
INCORRECT
but
x(t) is CORRECT
DIFFERENTIAL EQUATIONS / Linear Algebra
Only people that are proficient in DIFFERENTIAL EQUATIONS should
even attempt to solve. No beginners or amateurs allowed.
Please write clearly and legibly. No sloppy Handwriting. I must
be able to clearly and easily read your solution and answer.
Circle final answer.
BELOW is an example of what the answer should look very similar
to. should be in the same form basically.
example
7.10.4 Question Help Use the...
please answer immediately
thank you
4. [-/1 Points] DETAILS SCALCCC4 7.1.006. Consider the following differential equation. ry + y = 5 (a) Show that every member of the family of functions y = (51n(x) + C)/x is a solution of the differential equation. (Do this on paper. Your instructor may ask you to turn in this work.) (b) Illustrate part (a) by graphing several members of the family of solutions on a common screen. (Do this on paper. Your instructor...
please solve problems 5, 6, and 7. The last guy didn't answer
all three and I need all three. If you're gonna answer at least do
6 and 7 since we already have 5.
5. Find the general solution to y" – 4y + 4y = - +1+sin z. 6. Find the general solution to y" – 2y + y = tel 1+2 7. Find the general solution to at + 1)'y' + b(t – 1)y' + cy = 0,...
2. (3+4+4+4 pts) In this problem, we discuss a method of solving SOL equations known as Reduction of Order. Given an equation y" +p(a)y' +9(2)y = 0, and assuming yi is a solution, Reduction of Order asks: does there exist a second, linearly-independent solution y2 of the form y2 = u(x)41 for some function u(x)? See Section 3.2, Exercise 36 for reference). We'll now use this to solve the following problem. (a) Consider the SOL differential equation sin(x)y" — 2...
Please show all the details steps, and give a brief
explanation in part C. Thank you very much!
This problem involves the homogeneous differential
equation
i: _ 6.1. 0 that you considered in part a of the previous problem. (a) Find the general solution of i - i- 6r--25 sin(4t) ( b) Find a particular solution of _ T -6x-12e-3t 12e-3t-25 sin(4t). How is this general solution related to the particular solutions you found in the previous parts of this...
hellllllllllp please
a) Verify that the function y = ?? + is a solution of the differential equation zy' +2y 4x? (x > 0). b) Find the value ofe for which the solution satisfies the initial condition (2) - 5. = Submit Question a) Verify that the function y=x? + с 2 is a solution of the differential equation ry' + 2y = 4x², (x > 0). b) Find the value of c for which the solution satisfies the initial...
Question 8 please
5. We start with Schrodinger's Equation in 2(x,t) = H¥(x,t). We can write the time derivative as 2.4(x, t) = V(x,+) - (xt), where At is a sufficiently small increment of time. Plug the algebraic form of the derivative into Schrodinger's Eq. and solve for '(x,t+At). b. Put your answer in the form (x,t+At) = T '(x,t). c. What physically does the operator T do to the function '(x,t)? d. Deduce an expression for '(x,t+24t), in terms...
Part A is right i just need help with B
Consider a radioactive material with a decay constant of 2 per month, and every month we add 3 grams of material. Then, the radioactive material is described by the differential equation 2y3. (a) Find an explicit expression of all solutions y of the differential equation above. Denote by c any arbitrary integration constant. vlt) (exp(-2t-c)-3)/2 (b) Suppose the initial amount of material is 4 grams. From all the solutions above,...
Please show every step and provide thorough explanation. I don't
understand this problem at all (I don't even understand what psi
means).
I'm studying for the Physics GRE, and I was never taught this in
any class, so as much info as you could give me would be very
helpful!
(The answer is D according to the answer sheet)
The normalized ground state wave function of 2 hydrogen is V100 = r120, where (47)1/2 a 3/2 ao is the Bohr...
Problem 1 (20 points) Consider the differential equation for the function y given by 4 cos(4y) 40e 2e) cos(8t)+5 eu 2t) sin(8t)/ - 12e - 0. 8 sin(4y) y a. (4/20) Just by reordering terms on the left hand side above, write the equation as Ny + M 0 for appropriate functions N, M. Then compute: aN(t, y) ayM(t, y) b. (8/20) Find an integrating factor If you keep an integrating constant, call it c (t) N and M M,...
y(t) is
INCORRECT
but
x(t) is CORRECT
DIFFERENTIAL EQUATIONS / Linear Algebra
Only people that are proficient in DIFFERENTIAL EQUATIONS should
even attempt to solve. No beginners or amateurs allowed.
Please write clearly and legibly. No sloppy Handwriting. I must
be able to clearly and easily read your solution and answer.
Circle final answer.
BELOW is an example of what the answer should look very similar
to. should be in the same form basically.
example
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