## Principles of Electricity and Electromagnetism |

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Page 157

cosTM x dx = 2 1.00 0,99 a98 0.97 096 0.95 o* aŤ 091 a% 089 088 1 The

which enables the

cosTM x dx = 2 1.00 0,99 a98 0.97 096 0.95 o* aŤ 091 a% 089 088 1 The

**function**T is known as the gamma**function**. It obeys the relation T(n + 1) = nT(n)which enables the

**function**of a large argument to be reduced to that of smaller ...Page 577

A fundamental theorem of mathematics is that if /(x) is a

derivatives of the first n orders in the interval between x = a and x = b, then /(x)

may be expressed throughout that interval as f(x) = /(x)„ + (x - x0)/'(x)o + (X ~*o)/"(

*)o ...

A fundamental theorem of mathematics is that if /(x) is a

**function**of x which hasderivatives of the first n orders in the interval between x = a and x = b, then /(x)

may be expressed throughout that interval as f(x) = /(x)„ + (x - x0)/'(x)o + (X ~*o)/"(

*)o ...

Page 578

The partial derivatives are handled just as ordinary algebraic quantities would be

. The representative term mf(x, y) means the nth partial derivative with respect to x

and the mth partial derivative with respect to y of the

The partial derivatives are handled just as ordinary algebraic quantities would be

. The representative term mf(x, y) means the nth partial derivative with respect to x

and the mth partial derivative with respect to y of the

**function**/(x, y) evaluated ...### What people are saying - Write a review

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