Problems that are solved with differential equations

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Problems that are solved with differential equations

Posted On : Sep-13-2011 | seen (722) times | Article Word Count : 405 |

In present time, it is very common perception of students that they cannot make a career in mathematics and so they do not opt for this subject.

In present time, it is very common perception of students that they cannot make a career in mathematics and so they do not opt for this subject. All this is because of the fear in their mind. They feel this subject very difficult and uninteresting, though earlier it was not the case children used to love Math!!! All this has happened because these days the students and teachers lack the dedication required for learning math, also once a student is unable to understand the concepts he unable to get the right guidance and he gets left behind and his interest automatically reduces in that particular subject.

Now a days, many websites are available to solve the problem of students and help them overcoming this type of problem. Website tutorvista.com is one such site that helps in solving this problem and tells different ways to solve a particular problem.

Now, moving on to an important concept of mathematics Differential equations. It is defined as a equation that shows a relationship between a function and one or more derivatives of that function. Now the question arises that what is a derivative? A derivative is a measure of how a function changes as its input changes. In other words a derivative can be define as how much a quantity changes in respect to changes in some other quantity or function. Differential Equation plays a vital role in physics, economics, engineering and other fields. Some applications of Differential Equations are Exponential Growth- Population, Exponential Decay- Radioactive Material, Falling object, Newtons Law of Cooling and many other.

A Linear equations, on the other hand is a kind of algebraic expression that defines a term that is either a constant or the product of constant and a single variable. A polynomial equation of the first degree is also called as a linear equation. Linear Equations can have one or more variables. A linear equation is a polynomial equation of the first degree. In other words, it is an algebraic equation in which each term is either a constant or the product of a constant and the first power of a single variable. A linear equation in two variables contains two different variables. Common linear equation with two variables is defined in form of 'y= mx+b'. Where, 'm' is defined as the slope of line, 'b' is the constant and 'y' is the intercept of line.

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<h1>Problems that are solved with differential equations</h1> Author: <a href='http://www.articleseen.com/profile_mahan.aspx'>mahan</a> In present time, it is very common perception of students that they cannot make a career in mathematics and so they do not opt for this subject. All this is because of the fear in their mind. They feel this subject very difficult and uninteresting, though earlier it was not the case children used to love Math!!! All this has happened because these days the students and teachers lack the dedication required for learning math, also once a student is unable to understand the concepts he unable to get the right guidance and he gets left behind and his interest automatically reduces in that particular subject.

Now a days, many websites are available to solve the problem of students and help them overcoming this type of problem. Website tutorvista.com is one such site that helps in solving this problem and tells different ways to solve a particular problem.

Now, moving on to an important concept of mathematics Differential equations. It is defined as a equation that shows a relationship between a function and one or more derivatives of that function. Now the question arises that what is a derivative? A derivative is a measure of how a function changes as its input changes. In other words a derivative can be define as how much a quantity changes in respect to changes in some other quantity or function. Differential Equation plays a vital role in physics, economics, engineering and other fields. Some applications of Differential Equations are Exponential Growth- Population, Exponential Decay- Radioactive Material, Falling object, Newtons Law of Cooling and many other.

A Linear equations, on the other hand is a kind of algebraic expression that defines a term that is either a constant or the product of constant and a single variable. A polynomial equation of the first degree is also called as a linear equation. Linear Equations can have one or more variables. A linear equation is a polynomial equation of the first degree. In other words, it is an algebraic equation in which each term is either a constant or the product of a constant and the first power of a single variable. A linear equation in two variables contains two different variables. Common linear equation with two variables is defined in form of 'y= mx+b'. Where, 'm' is defined as the slope of line, 'b' is the constant and 'y' is the intercept of line.
About the Author: TutorVista is the #1 portal for learning <a rel="nofollow" href="http://math.tutorvista.com/algebra/algebraic-expressions.html" title="algebraic expressions">algebraic expressions</a> online. The tutors working with us are great in explaining <a rel="nofollow" href="http://math.tutorvista.com/algebra/linear-equations.html" title="Linear equations">Linear equations</a> in best possible way. Article Source: <a href='http://www.articleseen.com/Article_Problems-that-are-solved-with-differential-equations_81395.aspx'> http://www.articleseen.com/Article_Problems that are solved with differential equations_81395.aspx</a>

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TutorVista is the #1 portal for learning algebraic expressions online. The tutors working with us are great in explaining Linear equations in best possible way.

Keywords : algebraic expressions, differential equations, linear equations,

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