Quick Start Expectations 1.Pick up a new HWRS and fill in: HW: p. 66-74 #14, 15, 19-24 (read the directions!) 2. Get a signature on your HWRS (no correction needed-power down) 3.On desk: math journal, HWRS, pencil 4.Check-up Quiz on Thursday! 5.Warm Up : Write the rules for Multiplying Integers: Positive x Positive = Positive Positive x Negative = Negative Negative x Positive
Quick Start Expectations. Pick up a new HWRS and fill in: HW: p. 66-74 #14, 15, 19-24 (read the directions!) Get a signature on your HWRS (no correction needed-power down) On desk: math journal, HWRS, pencil Check-up Quiz on Thursday! Warm Up : - PowerPoint PPT Presentation
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Quick Start Expectations1. Pick up a new HWRS and fill in:
HW: p. 66-74 #14, 15, 19-24 (read the directions!)
2. Get a signature on your HWRS (no correction needed-power down)
3. On desk: math journal, HWRS, pencil4. Check-up Quiz on Thursday!5. Warm Up :
Write the rules for Multiplying Integers:Positive x Positive = PositivePositive x Negative = NegativeNegative x Positive = NegativeNegative x Negative = Positive
Journal: October 27, 2014
3.3 DivisionWhat algorithm can you use for dividing integers?
How are multiplication and division related?
Divide the absolute values of the two numbers (ignore the signs), then decide which sign to use.
If the signs are the same, the quotient will be positive. If the signs are different the quotient will be negative.
No! Division in NOT commutative. When you change the order, you get quotients that are multiplicative inverses of one another!
Adding zero to ANY rational number does NOT change the value of the number.
Yes! The multiplicative identity is 1.
The sum of a number and its opposite (additive inverse) is always zero!
Each nonzero rational number has a multiplicative inverse. It is the reciprocal of the number. A number times its multiplicative inverse is equal to one!
Zero is its own additive inverse.
Commutative Property of MultiplicationMultiplicative Inverse PropertyMultiplicative Identity