Consider the following eigenvalue problem, noting its boundary conditions: X"(x) - μX(x) = 0, X'(0) = X'(L) = 0. According to Sturm-Liouville theory, there are infinitely many linearly independent solutions to this eigenvalue problem. This time, we will label the eigenvalues μ, and eigenfunctions f(x) for n = 0, 1, 2, 3,..., with the property Find these eigenvalues and eigenfunctions. Be careful to write f,, as a function of x, and without any multiplicative constants (i.e. scale your eígenfunctions so their maximum value is 1). Mn= Jin(x) =

Q: 3+2x7=

A: We first multiply 2x72x7=14Because of PEMDAS we multiply first.

Q: The integer n = 12700140x3243243 is missing the digit x. a) If n congruent to  3 (mod 9), then what…

A: According to the given information, Consider the given integer n:

Q: 7x - 2y = 19  3x + 5y = 14

A:

Q: 3,-1),(-2,14) what is the equation

A: Given that: The points ( 3, - 1 ) and ( - 2 , 14) .

Q: T+9/2= 7t-6/14

A: Given query is to find the value of T.

Q: 2x+3=24. find x

A:

Q: A+b+c=180 (For c)

A: Given, A+b+c = 180 To be solved for c

Q: Solve for points (-2,0) , (0,2) , (2,3)

A:

Q: X - ५ = १ +24=D-4

A:

Q: 2x+4y>6

A:

Q: b8 xFx+T dx

A:

Q: find domain

A: If you have any questions let me know in comment box thankyou for your question.

Q: Find the equation  (-2,13) and (2,3)

A:

Q: AB intersects CD at E. If the m AED = 6x - 20 and m ZCEB = 2x + 60, find the ZAEC. %3D

A: AB intersects CD at E. angle AED=6x-20 angle CEB=2X+60

Q: 6 - 7z + 5) dz Find Preview +C

A:

Q: dx 1+ 2x + 2x²+2x²tx4

A:

Q: Plot the point (3,4) and (3,-10)

A: 1 Box=1unit on horizontal X-axis 1 Box=1unit on horizontal Y-axis

Q: Find + 3x*) dx 3 3 + C

A: Integral.

Q: plot (-2, 3 1/2)

A: Solution: The objective is to plot the given point.

Q: 4x + 2y=8 6x - 4y=5

A: Given4x+2y=8 and    --- Eq 16x-4y=5           --- Eq 2We solve for x and yFrom Eq 1:2y=8-4x…

Q: 1 2e10z 3 da |3D e5z

A:

Q: order of (Z4, +4) for each element

A: order of (Z4, +4) for each element

Q: 23) 9 &x + 10

A:

Q: (2x-y)2

A: Given,

Q: Find the quadratic y ax²+bx+c that best fits the data points (-2,-43), (-1, 79), (0, −55), (1, −5),…

A: We have to find the quadratic y = ax2 + bx + c that best fits the data points (-2,-43), (-1,79),…

Q: Find 6x+y, when x=1 and y=7

A: Given: Find 6x+y, when x=1 and y=7