Module VI Notes
 
 

Signed Numbers : A signed number is a number that is preceded by a + or - sign . This sign indicates the direction of the number with respect to zero on the Real Number Line . For example , -5 is five units left of 0 ( the origin ) on the Real Number Line . +5 would be five units to the right of 0 . The absolute value of a signed number is always positive . Thus |-5| = 5 and |5| = 5 .

Before working equations with signed numbers it is important to understand the rules of operations with signed numbers .

Multiplying any even number of minus signs produces a positive product . (-8)(-5)(-1)(-2) = 80.

Multiplying any odd number of minus signs produces a negative answer . (-6)(-3)(-1) = -18 .

Dividing a minus by a minus produces a positive quotient :
-2/-3 = 2/3 .

A single minus sign in a division problem gives a negative answer : 

Example: Simplify completely (-3)(-4)-(-6)(3)-(-4)(1/-2)
= (12) - (-18) - (2) = 12 + 18 - 2 = 28