Post on 06-Jan-2018
Integers, Opposites, and Integers, Opposites, and Absolute ValueAbsolute Value
Solution:Solution:3.3 is not an integer since it contains a 3.3 is not an integer since it contains a
number after the decimal point.number after the decimal point.
Solution:Solution:3.3 is not an integer since it contains a 3.3 is not an integer since it contains a
number after the decimal point.number after the decimal point.
-17 is an integer since it is the -17 is an integer since it is the opposite of a positive whole number.opposite of a positive whole number.
Solution:Solution:• 3.3 is not an integer since it contains 3.3 is not an integer since it contains
a number after the decimal point.a number after the decimal point.
• -17 is an integer since it is the -17 is an integer since it is the opposite of a positive whole number.opposite of a positive whole number.
• 22 is an integer since it is a whole 22 is an integer since it is a whole number.number.
Solution:Solution:• 3.3 is not an integer since it contains 3.3 is not an integer since it contains
a number after the decimal point.a number after the decimal point.
• -17 is an integer since it is the -17 is an integer since it is the opposite of a positive whole number.opposite of a positive whole number.
• 22 is an integer since it is a whole 22 is an integer since it is a whole number.number.
• 72 1/5 is not an integer since it 72 1/5 is not an integer since it contains a fraction which is not a contains a fraction which is not a whole number.whole number.
• Identify the integers in the following Identify the integers in the following list:list:
OppositesOpposites
Solve Real-World Problems Solve Real-World Problems using Absolute Value Equationsusing Absolute Value EquationsA machine fills Cheetos containers with 11.5 ounces of tasty treats. After the containers are filled, another machine weighs them. If the container's weight differs from the desired 11.5 ounce weight by more than 0.1 ounces, the container is rejected. Write an equation that can be used to find the heaviest and lightest acceptable weights for the Cheetos container.