## Principles of Electricity and Electromagnetism |

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Page 157

99 0 . 98 0 . 97 0 . 96 0 . 95 0 . 94 0 . 92 881 The

large argu 0 . 91 ment to be reduced to that of smaller argu 0 . 90 ment .

99 0 . 98 0 . 97 0 . 96 0 . 95 0 . 94 0 . 92 881 The

**function**is known as the gamma**function**. It obeys the relation r ( n + 1 ) = nr ( n ) which enables the**function**of alarge argu 0 . 91 ment to be reduced to that of smaller argu 0 . 90 ment .

Page 577

A fundamental theorem of mathematics is that if f ( a ) is a

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

may be expressed throughout that interval as f ( x ) = f ( x ) o + ( 2 – 20 ) ; " ( x ) o ...

A fundamental theorem of mathematics is that if f ( a ) is a

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

may be expressed throughout that interval as f ( x ) = f ( x ) o + ( 2 – 20 ) ; " ( x ) o ...

Page 578

The partial derivatives are handled just as ordinary mantmo algebraic quantities

would be . The representative terma mf ( , 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 mantmo algebraic quantities

would be . The representative terma mf ( , y ) means the nth partial derivative with

respect to x and the mth partial derivative with respect to y of the

**function**f ( x , y )...

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