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Lecture 6

Definitions:

Number Line: Numbers represented on a line formed by several line segments of equal length.

For instance:

is called the Absolute Value symbol.

≡ Distance from Zero on a Number L= ine

= Absolute Value can be thought of as the number of negative ones needed to form a negative number or the number of positive ones needed to form a positive nu= mber.

= For instance:

= Since:

= -3 =3D ( - 1 + - 1 + - 1 ), the absolute= value of -3 is 3.

=3D 3

= Since:

= 3 =3D ( 1 + 1 + 1 ), the absolute value of 3 is 3.

=3D 3

Objective: To demonstrate an understa= nding of “Absolute Value” by correctly evaluating expressions containing absolute value symbols.=

Examples:

1.&n= bsp; =3D 4

2.&n= bsp; =3D 100

3.&n= bsp; =3D 4

4.&n= bsp; =3D 1, 200, 000

= 5.

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Cedarhurst Elementary = 2009 – 2010 = 5^th Grade Challenge Math

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