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Do Now Is the data qualitative or quantitative? 1)The heights of everyone in the class. 2)The favorite television shows of everyone in the class. Would.

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Presentation on theme: "Do Now Is the data qualitative or quantitative? 1)The heights of everyone in the class. 2)The favorite television shows of everyone in the class. Would."— Presentation transcript:

1 Do Now Is the data qualitative or quantitative? 1)The heights of everyone in the class. 2)The favorite television shows of everyone in the class. Would the data need to be univariate or bivariate? 3)Does the number of hours a student studies improve his/her final examination scores? 4)Find the mean of the scores on the last math test.

2 Is the situation biased? 5)A study is conducted to determine the number of students who wore a free promotional T-shirt given to all students at a local university rock concert. Five hundred students were chosen at random from the 5000 students attending the concert and asked if they wore the T-shirt during the concert. 6)A study is conducted to estimate the average speed of drivers using the fast lane of the highway. To determine the drivers' speeds, a police car will follow the drivers on the highway and record their speeds using the police car's speedometer.

3 A monomial is a single term, it can be 1.a number, 2.a variable, or 3.a product of one or more numbers and variables. Examples: 5 y 3x 2 y 3

4 Why are the following not monomials? x + y addition division 2 - 3a subtraction

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6 Multiplying Monomials When multiplying monomials, you 1)MULTIPLY the coefficients 2)ADD the exponents. 1) x 2 x 4 x 2+4 x6x6 2) 2a 2 y 3 3a 3 y 4 6a 5 y 7

7 Simplify m 3 (m 4 )(m) 1.m 7 2.m 8 3.m 12 4.m 13

8 Raising Monomials To A Power When you raise a monomial to a power, you first rewrite the problem, then multiply. 1) (x 3 ) 2 (x 3 ) x6x6 2) (y 2 ) 4 (y 2 ) (y 2 ) y8y8

9 Simplify (p 4 ) 4 1.p 2 2.p 4 3.p 8 4.p 16

10 1) (2a) 3 (2a) (2a) (2a) 8a 3 2) (3x) 2 (3x) 9x 2 More Practice

11 Simplify (4r) 3 1.12r 3 2.12r 4 3.64r 3 4.64r 4

12 Even More Practice 1) (x 3 y 2 ) 2 (x 3 y 2 ) x 6 y 4 2) (-4x 4 y 3 ) 3 (-4x 4 y 3 ) (-4x 4 y 3 ) (-4x 4 y 3 ) - 64x 12 y 9

13 Simplify (3a 2 b 3 ) 4 1.12a 8 b 12 2.81a 6 b 7 3.81a 16 b 81 4.81a 8 b 12

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15 * Always start with the exponents outside the ( ) !!!! 1) (3x 2 y 3 ) 2 (4xy) (3x 2 y 3 ) (3x 2 y 3 ) (4xy) 36x 5 y 7 2) (4xy) 2 (-2x 2 ) 3 (4xy) (4xy) (-2x 2 ) (-2x 2 ) (-2x 2 ) - 128x 8 y 2


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