Which of the following is false regarding quasilinear equations? – McqOptions

MCQOPTIONS

1.	Which of the following is false regarding quasilinear equations?
A.	All the terms with highest order derivatives of dependent variables occur linearly
B.	The coefficients of terms with highest order derivatives of dependent variables are functions of only lower order derivatives of the dependent variables
C.	Lower order derivatives can occur in any manner
D.	All the terms with lower order derivatives of dependent variables occur linearly
Answer» E.

Discussion

No Comment Found

Related MCQs

A homogeneous linear differential equation has constant coefficients if it has the form (a_0 y+a_1 y +a_2 y + +a_n y^{(n)}=0, ) where a1, ,an are (real or complex) numbers.
Which of the following is not an example of linear differential equation?
The solution of an ODE contains arbitrary constants, the solution to a PDE contains arbitrary functions.
What is the degree of the homogeneous partial differential equation, ( frac{ ^2 u}{ t^2}-c^2 frac{ ^2 u}{ x^2}=0 )?
What is the general solution of the DE with n linearly independent solutions u1(t), ., un(t) of a nth order linear homogeneous DE?
Which of the following is not a homogeneous equation?
Which of the following is false regarding Bessel polynomials?
Which of the following is false regarding quasilinear equations?
Homogeneous Equations are those in which the dependent variable (and its derivatives) appear in terms with degree exactly one.