Integers are natural numbers (positive or negative) or zero.
Brackets are like training wheels.
For example; (-2) + 5 + (-7)
A zero pair are any of the same number that has a positive and a negative that will equal to zero. For example: -2+2 = 0
Examples of Standard forms:
4-5+6=5
-5-6=
4-5-7=
Questions and Answers:
-3-(-7)=4
-3-7=-10
3-7=-4
3+7=10
-3+7=4
The great Big Book of Integers Chapter 2:
(+2)x(+3)= +6
(+2)x(-3)= -6
(-2)x(+3)= -6
(-2)x(-3)= +6
Chapter 3; Dividing Integers
Partitive Division is to divide something into parts. An example for it is;
Sign Rule:
- The quotient of two integers with the same sign is: positive when even amount of "-" signs.
- The quotient of two integers with different signs is: add number of "-" means negative.
Quotative Division involves taking a set of size a and forming groups. (Sharing with groups)
eg.
Multiplicative Inverse to solve 6 ÷(-2)=;
Chapter 4; Order of Operations with Integers
We solve this using B.E.D.M.A.S. (brackets, exponents, division, multiplication, addition, and subtraction)
(+5)x(-3)+(-6)÷(+3)=
(+5)x(-3)+(-2)=
(-15)+(-2)= -17
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