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What is the difference between triple integral and volume integral?
While I searching for the answer to this question, I totally confused. Atlast I reach in one thing that we may compute some volume integrals by using double integral but to evaluate a triple integral we should go through all the three integrals.
Is not time a physical measurement of an expediture of energy?
yea its a triple integral
Why is biotechnology so important?
Because its applications are part of the integral elements in our society..
Solution of triple integration 13.4 calculus by thomas finney?
The symbol on the right-hand side of this equation is an integrated triple integral.
What can you find with triple integrals area or volume?
A triple integral will usually give a measure of volume in 4-dimensional hyper-space.
What are the applications of volume integral?
This is actually how people approximate real volume of obscured 3D objects.
Application of definite Integral in the real life Give some?
What are the Applications of definite integrals in the real life?
Applications of integral calculus?
Integration can be used to calculate the area under a curve and the volume of solids of revolution.
Discuss line integral and its real life applications?
A line integral can evaluate scalar and vector field functions along a curve/path. When applied on vector field, line integral is considered as measure of the total effect of the vector field along a specific curve whereas in scalar field application, the line integral is interpreted as the area under the field carved out by a particular curve.Line integral has many applications in physics. In mechanics, line integral is used to determine work done by a force in moving an object along a curve. In circuit analysis, it is used for calculating voltage.
What is the importance of integral calculus in engineering?
Its importance is tremendous - it has many different applications. Some of the applications include calculation of area, of volume, moment of inertia, of work, and many more.
What has the author L A Sakhnovich written?
L. A. Sakhnovich has written: 'Interpolation theory and its applications' -- subject(s): Interpolation 'Integral equations with difference kernels on finite intervals' -- subject(s): Finite differences, Integral equations
What is the method to determine the volume of a very small material?
A triple integral should suffice to locate the volume. Provided you can determine a equation to bound the surface.
