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Examples. 7 =. 7. 10 =. 10. -100 =. 100. 5 - 8 =. -3= 3. Bellringer. Solve: 5 - -6 + 10 – (4) + 2 – 18 + (-1) =. Bellringer. Solve: 5 - -6 + 10 – (4) + 2 – 18 + (-1) =. Answer: 0. Go over homework. Ch. 1-4 Multiplying and Dividing Integers. - PowerPoint PPT PresentationTRANSCRIPT
BellringerBellringer
Solve:Solve:
5 - -6 + 10 – (4) + 2 – 18 + (-1) 5 - -6 + 10 – (4) + 2 – 18 + (-1) ==
BellringerBellringer
Solve:Solve:
5 - -6 + 10 – (4) + 2 – 18 + (-1) 5 - -6 + 10 – (4) + 2 – 18 + (-1) ==
Answer:Answer:
00
Ch. 1-4 Multiplying and Dividing Integers
Multiplying & Dividing Integers:
-The product of two integers with the same sign is positive.
Example: 2 * 7 = 14 -2 * -7 = 14
-The product of two integers with different signs is negative.
Example: 2 * -7 = -14 -2 * 7 = -14-The quotient of two integers with the same sign in positive.
Example: 8/2 = 4 -8/-2 = 4
-The quotient of two integers with different signs is negative.
Example: -8/2 = -4 8/-2 = -4
Big Rock Steps for Multiplying & Dividing Integers
1. Count negative signs2. If even – answer is positive3. If odd – answer is negative
Example 1: Multiply the following integers.
a.) 3 * -6 b.) -4 * -5 c.) -2 * 3 * -4
-18-18
0-0-
2424
E+E+
2020
E+E+
Example 2: Divide the following integers.
a.) -18/-2 b.) 12/-6 c.) -24/2
99
E+E+
-12-12
O-O-
-22
o-o-Example 3: Evaluate each algebraic expression below. Use order of operations!
p = 4 t = -2 r = -3
a.) pt + (p – t) * r b.) 2p + pr – t
Example 3: Evaluate each algebraic expression below. Use order of operations!
p = 4 t = -2 r = -3
a.) pt + (p – t) * r b.) 2p + pr – t
4(-2) + (4 –(-2)) * -3
4(-2) + 6 * -3 =
2(4) + 4(-3) – (-2)
8 + 4(-3) – (-2) =
-26-2
-8 + 6 * -3 =
-8 + -18 =
8 + -12 – (-2) =
-4 – (-2) =
-4 + 2 =
You try one:x = -9 y = -5 z = -
3
2x + xy ÷z – 3
2(-9) + (-9)(-5) / -3 - 3
-18 + (-9)(-5) / -3 - 3
-18 + 45 / -3 - 3
-18 + -15 - 3
You try one:x = -9 y = -5 z = -
3
2x + xy ÷z – 3
2(-9) + (-9)(-5) / -3 - 3
-18 + (-9)(-5) / -3 - 3
-18 + 45 / -3 - 3
-18 + -15 - 3
-33 - 3
-36
When a negative is in front of a negative.
When a negative is in front of a negative with no numbers in between times.
Ex: 2(9) + -(-5) =
23
18 + -(-5) =18 + 5 =
HomeworkHomework
• Textbook pg 22 Textbook pg 22 #10-42 even#10-42 even
• Show stepsShow steps– Even positiveEven positive– Odd negativeOdd negative
EE OO
++ --
Evaluate ExpressionsEvaluate Expressions
-n + 5n + 3 when n = -7-n + 5n + 3 when n = -7
-(-7) + 5(-7) + 3 -(-7) + 5(-7) + 3
7 + -35 + 37 + -35 + 3
-25
Evaluate ExpressionsEvaluate Expressions
1)1) 6n + 3 when n= -76n + 3 when n= -7
2)2) -3x + x – 2 when x = -4-3x + x – 2 when x = -4
-39
6