Calculus
The Difference Between

# What is the difference between sigma and integral?

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###### 2012-07-23 17:35:09

Sigma is a discrete sum, a sum with steps. Eg. add the numbers from 1 to 10 or add the numbers 1/2, 1/4,...

A sigma always has a concept of a next thing to add, even if the list of things goes on forever.

An integral is a continuous summation. It is a summation in that we are adding up the area under the curve, for example, but it is continuous in that because we are adding things of arbitrary smallness it's not really possible to always point to the individual terms that are being added because they become some kind of continuous blur. Instead we use some mathematical technique (integration). But still it is a kind of summation.

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## Related Questions

summation is the discreet set of whole numbers whereas integration is the sum of all numbers.

Particular integral is finding what the integral is for example the integral of 2x is x^2 + C. Finding the particular solution would be finding what C equals from the particular integral.

The Lebesgue integral covers a wider variety of cases. Specifically, the definition of hte Riemann integral permits a finite number of discontinuities; the Lebesgue integral permits a countable infinity of discontinuities.

Integral membrane protein is inside the lipid bilayer. Whereas peripheral protein is attached to the integral protein or attached to the hydrophilic heads of the bilayer.

1 Sigma is 690000 defects per million pieces 2 Sigma is 308000 defects per million pieces You can check out the number of defective pieces per million &amp; the % accuracy for all Sigma levels in the six sigma conversion chart in the related links section

3 Sigma is 66800 defects per million pieces 6 Sigma is 3-4 defects per million pieces You can check out the number of defective pieces per million &amp; the % accuracy for all Sigma levels in the six sigma conversion chart in the related links section

In simple language, derivative is rate of change of something and integral represents the area of a curve whose equation is known.

Both sigma and pi bonds involve the sharing of a pair of electrons the difference is where the shared pair resides. In a sigma bond the electron pair mainly sits on the bond axis, the imaginary line between the atoms. In a pi bond the electrons sit above and below he bond axis and do not have any density along the axis.

Sigma Mu Sigma was definitely at Lynchburg College between 1968-1972.

Differential calculus is concerned with finding the slope of a curve at different points. Integral calculus is concerned with finding the area under a curve.

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.

The range, usually of a function, is the set of value that the function can take. The integral range is a subset of the range consisting of integer values that the function can take.

renewed integral evangelization shows the difference between the pre-Vatican II and the post-Vatican II view. Renewed integral evangelization suggests that instead of being passive recipients of blessings, we set out and live out the Gospel.

In a single bond there is only a strong sigma bond on the other hand in multiple bond there is a sigma &amp; one or two pi bond, weaker than sigma, which provied addition reactions in a molecule.

Both kinds of integrals are essentially calculations of areas under curves. In a definite integral the surface whose area is to be calculated is planar. In a line integral the surface whose area to be calculated might occupy two or more dimensions. You might be interested in the animated diagrams in the wikipedia article for the line integral.

double bond contains one sigma bond and one pi bond triple bond contains one sigma bond and two pi bond

What are differeance between particular solution and particular integral?

Rho (shown as P) is the character between pi and sigma in the Greek alphabet.

Single covalent bond: 1 sigma bondDouble covalent bond: 1 sigma bond plus 1 pi bondTriple covalent bond: 1 sigma bond plus 2 pi bonds

An integral and an anti-derivative are the same thing. Integration means the process of finding the integral, just as anti-differentiation means the process of finding the anti-derivative.

2 sigma bonds. 1 between C-C. 1 between C-H

A carport can be a very simple structure with only a roof. A garage will have walls and can be an integral part of another building.

Constants can be integrated by multiplying the integrand(thing being integrated) times the difference between the starting point a and the ending point b i.e the integral from 0 to 10 would be 5,000,960 Depends. Are you referring to an indefinite integral (a plain โซ) or a definite integral? I'm not sure about this(i've only spent 2 days learning about integrals), but the indefinite integral of 500096 is 500096x+C. The definite integral of 500096 depends on what are your limits. Look at the answer above.

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