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Partial Differential Equation শব্দের বাংলা অর্থ: আংশিক ডিফারেনশিয়াল সমীকরণ
Partial Differential Equation Meaning In Bengali আংশিক ডিফারেনশিয়াল সমীকরণ
Partial Differential Equation
Definition
1) In mathematics, a partial differential equation is an equation that contains unknown multivariable functions and their partial derivatives.
2) A partial differential equation involves functions of multiple variables and their partial derivatives rather than just ordinary derivatives.
3) Partial differential equations are used to describe relationships between unknown functions and their rates of change with respect to multiple independent variables.
Examples
Partial Differential Equation Example in a sentence
1) The heat equation is a common example of a partial differential equation.
2) Solving a partial differential equation involves determining how a function changes with multiple variables.
3) Engineers use partial differential equations to model and analyze complex systems.
4) The wave equation is another classic example of a partial differential equation.
5) Mathematicians study the behavior and properties of solutions to partial differential equations.
6) The Schrödinger equation in quantum mechanics is a fundamental partial differential equation.
7) Solving a partial differential equation often requires advanced mathematical techniques.
8) Numerical methods can be used to approximate solutions to partial differential equations.
9) Scientists use partial differential equations to predict and understand phenomena in nature.
10) The Navier-Stokes equations are a set of partial differential equations that describe fluid dynamics.
Part of Speech
Partial Differential Equation (Noun)
Synonyms
Encyclopedia
In mathematics, a partial differential equation is an equation that contains unknown multivariable functions and their partial derivatives.
A partial differential equation involves functions of multiple variables and their partial derivatives rather than just ordinary derivatives.
Partial differential equations are used to describe relationships between unknown functions and their rates of change with respect to multiple independent variables.
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