## Soccer Introduction to the Division of Negative Integers

Division of 2 Negative integers has the same rules as Multiplication of 2 Negative Integers The only difference is in Division problems we are only trying to figure out HOW MANY SOCCER PLAYERS WE HAVE IN EACH GROUP. When 2 negative signs (NEGATIVE FORCE FIELDS) are...

## Soccer Introduction to the Division of Positive and Negative Integers

Division of POSITIVE and NEGATIVE integers has the same rules regarding what happens when POSITIVE SIGNS encounter NEGATIVE SIGNS as in Multiplication of POSITIVE and NEGATIVE integers. The only difference is in Division problems we are only trying to figure out...

## Soccer Introduction to the Division of Positive Integers

The SOCCER Field has underground Locker Rooms. When the Coaches are in the underground Locker Rooms the SOCCER PLAYERS on the SOCCER Field will be shared equally between the Coaches.   The number of Coaches in the underground Locker Room indicates how many Groups will...

## Soccer Introduction to the Multiplication of Positive and Negative Integers

When 2 POSITIVE INTEGERS are multiplied together, the answer is the same as you would get in doing non- algebra math.   Example: (4) X (2) = POSITIVE 8 Example: (3) X (5) = POSITIVE 15   Therefore, this lesson will not cover multiplication of positive...

## Soccer Introduction to the Multiplication of Two Negative Integers

When 2 NEGATIVE SIGNS (NEGATIVE FORCE FIELDS) are together (-) (-) , the numbers are multiplied and the first NEGATIVE SIGN is turned upright and we call it a CHANGING SIGN and the 2  signs are rearranged to form a + sign. The first NEGATIVE SIGN (-) is turned...