## Partial Differential Equation MCQs Test

Partial Differential Equation MCQs deal with A Problem that Involves PDE And B.C Is, PDEs May Involve Variables, Region Is Always Closed In Which Case, How Many Types Of B.C, Formation Of PDEs By, U=A(X+Y) This Will Give PDEs, Which Of Them Describes The Vibration Of Stretched String, Canonical Form Is A Unique Way Of Representing, Boolean Function In Canonical Form, (Dy/Dx)=B/A Is Called The Characteristic Equation Of, YUxx+ Uyy=0 Is An Equation Of, The Partial Differential Equation 5 (∂^2 U)/(∂Y^2 )-Xy ∂U/∂X=0 Is Classified As, The Following PDE Is 3x^2 ∂U/∂Y+4y^2 ∂U/∂Y=6u, The Following Equation (∂^2 U)/(∂X^2 )+Y^2 (∂^2 U)/(∂Y^2 )=2x Is, Normality Of Function Is Denoted By, F(X)=Sinx+Cos3x Find Its Primitive Period, How Many Types Of Auxiliary Conditions, ∂U/∂X=G Is ……. B.C, Boundry Value Problem Is Taken As, U=F(X-Ct)+G(X+Ct) Gives:

0
Created on By Quizllc

Partial Differential Equation MCQs

1 / 20

A problem involves PDE and B.C is?

2 / 20

PDEs may involve variables?

3 / 20

Region is always closed in which case?

4 / 20

How many types of B.C?

5 / 20

Formation of PDEs by?

6 / 20

U=a(x+y) this will give PDEs?

7 / 20

Which of them describes the vibration of stretched string?

8 / 20

Canonical form is a unique way of representing?

9 / 20

Boolean function in canonical form?

10 / 20

(dy/dx)=b/a is called the chractristic equation of?

11 / 20

yUxx+ Uyy=0 is an equation of?

12 / 20

The partial differential equation 5 (∂^2 u)/(∂y^2 )-xy ∂u/∂x=0 is classified as?

13 / 20

The Following PDE is 3x^2 ∂u/∂y+4y^2 ∂u/∂y=6u?

14 / 20

The Following equation (∂^2 u)/(∂x^2 )+y^2 (∂^2 u)/(∂y^2 )=2x is?

15 / 20

Normality of function is denoted by?

16 / 20

F(x)=sinx+cos3x find its primitive period?

17 / 20

How many types of auxiliary conditions?

18 / 20

∂u/∂x=g is ....... B.C?

19 / 20

Boundry value problem is taken as?

20 / 20

U=F(x-ct)+G(x+ct) gives?

The average score is 0%

0%

## U=F(x-ct)+G(x+ct) gives.

A. WAVE EQUATION
B. HEAT EQUATION
C. LAPLACE EQUATION
D. NONE

A. WAVE EQUATION

## Boundry value problem is taken as.

A. SAME POINT
B. DIFFERENT POINT
C. BOTH A,B
D. NONE

B. DIFFERENT POINT

A. FLUX
B. NEUMANN
C. MIXED
D. BOTH A, B

D. BOTH A, B

A. 1
B. 2
C. 3
D. 4

B. 2

A. 2π
B. π
C. 3 π
D. 0

A. 2π

A. ΙFΙ
B. ΙΙFΙΙ
C. F2
D. NONE

B. ΙΙFΙΙ

## The Following equation (∂^2 u)/(∂x^2 )+y^2 (∂^2 u)/(∂y^2 )=2x is.

A. HOMOGENOUS
B. NON HOMOGENOUS
C. NON LINER ODE
D. NONE

B. NON HOMOGENOUS

## The Following PDE is 3x^2 ∂u/∂y+4y^2 ∂u/∂y=6u.

A. LINEAR
B. NON LINEAR
C. NON HOMOGENOUS
D. BOTH B & C