Dictionary for Basic and Intermediate Algebra A | B | C | D | E|F | G | H | I| J | K | L |M |N | O | P | Q | R | S | T | U | V | W |X |Y |Z | How to use this site
 » Basic Skills
 » Topics in Basic & Intermediate Algebra
 » Topic Illustrated using Power Point
 N e w » Topics in Calculus
 Bar Graph A diagram consisting of a sequence of vertical or horizontal bars or rectangles, each of which represents an equal interval of the values of a variable, and has height proportional to quantities of the phenomenon under consideration in that interval. The following bar graph shows the incomes for two companies (the blue one and the red one). The first six months of the year are represented on the horizontal line (the x-axis) and the income (in million dollars) for each corresponding month is on the vertical line (the y-axis) represents .  Base Base of a polygon (triangle, parallelogram, ...) is one of its sides, usually the one in the bottom.  Base of a solid (cube, pyramid, cylinder, cone, ...) is the area of supporting the body, usually the one in the bottom.    Areas and Volumes . Billion  One thousand million (109). In some countries means one million millions (1012). Binary number A number expressed in place-value notation to base 2 Example:  represent the number 5. Binary operation An operation that applies to two quantities resulted in a third quantity.. Example: Addition (difference, multiplication, ..) of real numbers. Binary relation A relation explicitly involving ordered pairs. For example: Let be R represent the binary relation " is greater than" then means 5 > 3 Bit Abbreviation for binary digit represented by 0 or 1. Bound A set of numbers, denoted, S, is bounded if there exists two fixed real numbers, L and U, such that L < x < U, for every x in S.  For example, the set {1+1/n}, where n is positive integers, is bounded, for taking L and U such that L  < 1 and U > 2. Bracket Either of any pair of symbols used to enclose a number of items that are to be regarded as constituting a single expression. Removing brackets is vital to reduce and simplify algebraic expressions.  Byte A sequence of bits, usually eight or sixteen, encoding a single piece of data and processor together.