Question

The solution of a differential equation, in which the number of arbitrary constants is equal to the order of the differential equation is called



Particular solution

General solution

Singular solution

None

​

Answer 1

Answer:

general solution is the answer

Answer 2

The solution of a differential equation, in which the number of arbitrary constants is equal to the order of the differential equation is called General solution

Given :

A differential equation

To find :

The solution of a differential equation, in which the number of arbitrary constants is equal to the order of the differential equation is called

• Particular solution

• General solution

• Singular solution

• None

Solution :

Step 1 of 2 :

Define differential equation

A differential equation is an equation which involves differential coefficients or differentials

Step 2 of 2 :

Define general solution

A solution of a differential equation is a relation between the variables which satisfies the given differential equation.

The general Solution of a differential equation is that in which the number of arbitrary constants is equal to the order of the differential equation.

Hence the correct option is General solution

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