Solved

Which of the Following Represents All Solutions of the Boundary $\pi$

Question 1

Multiple Choice

Which of the following represents all solutions of the boundary value problem $Which of the following represents all solutions of the boundary value problem + 36y = 0, y (0) = 1, y ( \pi ) = 1? A) y = 0 B) y = 1 C) y = cos(6x) + sin(6x) , where and are arbitrary real constants D) y = cos(6x) + sin(6x) , where is an arbitrary real constant E) y = cos(6x) + sin(6x) , where is an arbitrary real constant$ + 36y = 0, y (0) = 1, y ( $\pi$ ) = 1?

A) y = 0
B) y = 1
C) y = $Which of the following represents all solutions of the boundary value problem + 36y = 0, y (0) = 1, y ( \pi ) = 1? A) y = 0 B) y = 1 C) y = cos(6x) + sin(6x) , where and are arbitrary real constants D) y = cos(6x) + sin(6x) , where is an arbitrary real constant E) y = cos(6x) + sin(6x) , where is an arbitrary real constant$ cos(6x) + $Which of the following represents all solutions of the boundary value problem + 36y = 0, y (0) = 1, y ( \pi ) = 1? A) y = 0 B) y = 1 C) y = cos(6x) + sin(6x) , where and are arbitrary real constants D) y = cos(6x) + sin(6x) , where is an arbitrary real constant E) y = cos(6x) + sin(6x) , where is an arbitrary real constant$ sin(6x) , where $Which of the following represents all solutions of the boundary value problem + 36y = 0, y (0) = 1, y ( \pi ) = 1? A) y = 0 B) y = 1 C) y = cos(6x) + sin(6x) , where and are arbitrary real constants D) y = cos(6x) + sin(6x) , where is an arbitrary real constant E) y = cos(6x) + sin(6x) , where is an arbitrary real constant$ and $Which of the following represents all solutions of the boundary value problem + 36y = 0, y (0) = 1, y ( \pi ) = 1? A) y = 0 B) y = 1 C) y = cos(6x) + sin(6x) , where and are arbitrary real constants D) y = cos(6x) + sin(6x) , where is an arbitrary real constant E) y = cos(6x) + sin(6x) , where is an arbitrary real constant$ are arbitrary real constants
D) y = cos(6x) + $Which of the following represents all solutions of the boundary value problem + 36y = 0, y (0) = 1, y ( \pi ) = 1? A) y = 0 B) y = 1 C) y = cos(6x) + sin(6x) , where and are arbitrary real constants D) y = cos(6x) + sin(6x) , where is an arbitrary real constant E) y = cos(6x) + sin(6x) , where is an arbitrary real constant$ sin(6x) , where $Which of the following represents all solutions of the boundary value problem + 36y = 0, y (0) = 1, y ( \pi ) = 1? A) y = 0 B) y = 1 C) y = cos(6x) + sin(6x) , where and are arbitrary real constants D) y = cos(6x) + sin(6x) , where is an arbitrary real constant E) y = cos(6x) + sin(6x) , where is an arbitrary real constant$ is an arbitrary real constant
E) y = $Which of the following represents all solutions of the boundary value problem + 36y = 0, y (0) = 1, y ( \pi ) = 1? A) y = 0 B) y = 1 C) y = cos(6x) + sin(6x) , where and are arbitrary real constants D) y = cos(6x) + sin(6x) , where is an arbitrary real constant E) y = cos(6x) + sin(6x) , where is an arbitrary real constant$ cos(6x) + sin(6x) , where $Which of the following represents all solutions of the boundary value problem + 36y = 0, y (0) = 1, y ( \pi ) = 1? A) y = 0 B) y = 1 C) y = cos(6x) + sin(6x) , where and are arbitrary real constants D) y = cos(6x) + sin(6x) , where is an arbitrary real constant E) y = cos(6x) + sin(6x) , where is an arbitrary real constant$ is an arbitrary real constant

Correct Answer:

Verified

Which of the Following Represents All Solutions of the Boundary π\piπ

Which of the Following Represents All Solutions of the Boundary $\pi$