First-Order ODE

Question 1

is the largest derivative present in the differential equation.

Answer 1

order

Question 2

Contains at least one partial derivative of some dependent variable.

Answer 2

Partial Differential Equation (PDE)

Question 3

A differential equation for a function of a single variable.

Answer 3

Ordinary Differential Equation (ODE)

Question 4

is the exponent of the highest order derivative when the equation satisfies specific conditions

Answer 4

degree

Question 5

Non-empty set of solutions specified by an expression which contains at least one parameter. It contains arbitrary constant C

Answer 5

general solution

Question 6

a first-order ordinary differential equation that is algebraically reducible to a standard differential form in which each of the nonzero terms contains exactly one variable

Answer 6

separable ODE

Question 7

Each individual solution of a differential equation. It does not contain arbitrary constant

Answer 7

particular solution

Question 8

does not depend on whether the function is an ordinary or partial derivatives

Answer 8

order

Question 9

It is a mathematical equation that relates some function with its derivatives

Answer 9

differential equation

Question 10

It is any equation which contains derivatives, either ordinary derivatives or partial derivatives

Answer 10

differential equation