By using the method of separation of variables, the determination of s – McqOptions

MCQOPTIONS

1.	By using the method of separation of variables, the determination of solution to P.D.E. reduces to determination of solution to O.D.E.
A.	True
B.	False
Answer» B. False

Discussion

No Comment Found

Related MCQs

A particular solution for an equation is derived by eliminating arbitrary constants.
Separation of variables was first used by L Hospital in 1750.
The symbol used for partial derivatives, , was first used in mathematics by Marquis de Condorcet.
u (x, t) = e 2 *2t*sin x is the solution of the two-dimensional Laplace equation.
In the formation of differential equation by elimination of arbitrary constants, after differentiating the equation with respect to independent variable, the arbitrary constant gets eliminated.
Which of the following is true with respect to formation of differential equation by elimination of arbitrary constants?
What is the solution of, ( frac{ ^2 u}{ x^2}=2xe^t, ) after applying method of separation of variables ((u(0,t)=t, frac{ u}{ x} (0,t)= e^t) )?
For a partial differential equation, in a function (x, y) and two variables x, y, what is the form obtained after separation of variables is applied?
The matrix form of the separation of variables is the Kronecker sum.
Which of the following equations cannot be solved by using the method of separation of variables?