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790 Appendix B<br />

@ at the rate of; at cost of x average value of x; x not<br />

e natural number = 2.71828 f(x) or F(x) function of x<br />

pi 3.14159 . . . i 1 <br />

( ) parentheses (use to enclose a group of terms)<br />

[ ] brackets (use to enclose a group of terms that j operator, equal to 1 <br />

includes one or more groups in parentheses) ∆x increment of x<br />

{ } braces (use to enclose a group of terms that<br />

includes one or more groups in brackets. dx differential of x<br />

∠ angle ∂x partial differential of x<br />

° degrees (arc or temperature)<br />

′ minutes; prime ∆ <br />

x<br />

∆y<br />

change in x with respect to y<br />

′′ seconds; double prime<br />

⎥⎥ parallel to d <br />

x<br />

dy<br />

derivative of x with respect to y<br />

⊥ perpendicular to<br />

d<br />

. . . and beyond (x) d y<br />

derivative of x with respect to y<br />

(del or nabla) vector differential operator d y x derivative of x with respect to y<br />

∂ <br />

x<br />

∂y<br />

partial derivative of x with respect to y<br />

Operations<br />

x y xadded to y; x OR y summation<br />

x y ysubtracted from x a<br />

b<br />

x y, x y, multiplied by y; x AND y<br />

or xy Π product<br />

summation between limits (from a to b)<br />

x y xdivided by y Π a product between limits (from a to b )<br />

b<br />

x/y or x x divided by y integral<br />

y<br />

1/x reciprocal of x b<br />

integral between limits (from a to b)<br />

x n x raised to the indicated power of n x dy integral of x with respect to y<br />

n<br />

x indicated root n of x |a evaluated at a<br />

a<br />

x : y xis to y | a<br />

b<br />

evaluated between limits (from a to b)<br />

|x| absolute value of x, magnitude of x n! factorial of n<br />

X, X , or X<br />

vector X

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