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# Ordinary Differential Equations Objective Questions

Ordinary differential equations objective questions to practice engg math MCQ with answers PDF, competency based interview questions for online computer science degree programs. Engg Math frequently asked questions has Multiple Choice Questions (MCQ) with answers to prepare for career tests.

"If roots of linear second order differential equation is real double root than general solution will contains" Multiple Choice Questions (MCQ) to practice ordinary differential equations objective questions with choices two constants and two exponentials, sinusoidal functions and exponentials, two constants and one exponentials, and constant and two exponentials for global knowledge quiz. Free FAQ, situational interview questions are to learn online FAQ: Ordinary differential equations objective questions with MCQs for tricky trivia questions.

## FAQ: Ordinary Differential Equations Objective Questions

MCQ: If roots of linear second order differential equation is real double root than general solution will contains

1. two constants and two exponentials
2. sinusoidal functions and exponentials
3. two constants and one exponentials
4. constant and two exponentials

C

MCQ: If roots of linear second order differential equation is complex conjugate than general solution will contains

1. two constants and two exponentials
2. two constants and one exponentials
3. sinusoidal functions and exponentials
4. constant and two exponentials

C

MCQ: Solution of equation on an open interval is a pair of linearly independent solution on that interval is called

1. basis
2. core
3. code
4. base

A

MCQ: If roots of linear second order differential equation is real than general solution will contains

1. two constants and two exponentials
2. two constants and one exponentials
3. sinusoidal functions and exponentials
4. constant and two exponentials

A

MCQ: Differential calculus involves an operator called

1. differential operator
2. Laplace operator
3. athematic operator
4. integral operator

A