Integral Equation Mugs

Merry Newtonmas

This is the equation that best represents the Fundamental Theorem of Calculus and represents the relationship between the derivative and antiderivative.

Exclusive design for math and integral lovers looking for a peculiar way to be expected by someone.

The infamous and very useful equation to move from contour integral to surface integral, also known as Stokes theorem.

The infamous and very useful equation to move from contour integral to surface integral, also known as Stokes theorem.

A simple integral to define the meaning of life.

This Design is the Integral defintion for the natural log LN. Great for teachers and students of math and science.

The infamous and very useful equation to move from contour integral to surface integral, also known as Stokes theorem.

The infamous and very useful equation to move from contour integral to surface integral, also known as Stokes theorem.

slope of the curve and integral area

The Gaussian integral, one of most useful objects created in math, reflecting the real world, a gift for math lovers.

The Gaussian integral, one of most useful objects created in math, reflecting the real world, a gift for math lovers.

The Gaussian integral, one of most useful objects created in math, reflecting the real world, a gift for math lovers.

The Gaussian integral, one of most useful objects created in math, reflecting the real world, a gift for math lovers.

The infamous and very useful equation to move from volume integral to surface integral.

The infamous and very useful equation to move from volume integral to surface integral.

The Gaussian integral, one of most useful objects created in math, reflecting the real world, a gift for math lovers.

The Gaussian integral, one of most useful objects created in math, reflecting the real world, a gift for math lovers.

The Fundamental Theorem of Calculus

This is one of the ways to find the value of the constant number pi.

In the late 18th century, Scottish physicist James Clerk Maxwell produced a set of equations that form the basis of the electromagnetic field. Maxwell's equations are important because they provide the foundation for modern physics.

In the late 18th century, Scottish physicist James Clerk Maxwell produced a set of equations that form the basis of the electromagnetic field. Maxwell's equations are important because they provide the foundation for modern physics.

In the late 18th century, Scottish physicist James Clerk Maxwell produced a set of equations that form the basis of the electromagnetic field. Maxwell's equations are important because they provide the foundation for modern physics.

In the late 18th century, Scottish physicist James Clerk Maxwell produced a set of equations that form the basis of the electromagnetic field. Maxwell's equations are important because they provide the foundation for modern physics.

In the late 18th century, Scottish physicist James Clerk Maxwell produced a set of equations that form the basis of the electromagnetic field. Maxwell's equations are important because they provide the foundation for modern physics.

In the late 18th century, Scottish physicist James Clerk Maxwell produced a set of equations that form the basis of the electromagnetic field. Maxwell's equations are important because they provide the foundation for modern physics.

Integral

This is one of the ways to find the value of the constant number pi.

The Fundamental Theorem of Calculus