Chapter+11

Chapter 11    Multiplication (a x b) x c = a x (b x c)  || a + b = c c – a = b c – b = a Multiplication and Division a x b = c c/a = b c/b = a  ||
 * ** // Property  // **  ||  ** //  Definition  // **  ||  ** //  Example  // **  ||
 * Commutative property of addition  || No matter what order the same numbers are combined in, the sum remains the same  || A + B = B + A ||
 * Commutative property of multiplication  || Regardless of the order of the numbers being multiplied, the product remains constant  ||   a x b = b x a   ||
 * Associative property of addition and multiplication  || Regardless of grouping arrangements, the sum or product remains the same.  ||   Addition (a + b) + c = a + (b + c)
 * Distributive property of multiplication over addition  || This rule relates these two operations  ||   a(b+c) = (a x b) + (a x c)   ||
 * Inverse operations for addition and multiplication  || These axioms relate operations that are opposite in their effects. The following equations demonstrate inverse operations ||   Addition and subtraction