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Logarithmic graphs of the form, y = log,(x) have certain characteristics in common. Fill in each blank to make true statements about all logarithmic parent functions. A picture and word bank (below) are provided to help you. y = log (x) %3D 1. All logarithmic graphs are |(1,0) 2. Logarithmic parent graphs ALWAYS cross the x-axis at the point ( 43 3. The BASE is always but never y= log(x) equal to --. a. When the base is greater than 1, the graph MathBs com y = log,(x) from left to right. b. When the base is a positive number less than 1, the graph from left to right. 4. The domain INCLUDES only real numbers. Therefore, the y-axis (or x =- is excluded from the domain.

Logarithmic graphs of the form, y = log,(x) have certain characteristics in common. Fill in each blank to make true statements about all logarithmic parent functions. A picture and word bank (below) are provided to help you. y = log (x) %3D 1. All logarithmic graphs are |(1,0) 2. Logarithmic parent graphs ALWAYS cross the x-axis at the point ( 43 3. The BASE is always but never y= log(x) equal to --. a. When the base is greater than 1, the graph MathBs com y = log,(x) from left to right. b. When the base is a positive number less than 1, the graph from left to right. 4. The domain INCLUDES only real numbers. Therefore, the y-axis (or x =- is excluded from the domain.

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 11DE
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use the answer choices in the second photo to fill in the blanks.
Logarithmic graphs of the form, y = log,(x) have certain characteristics in common. Fill in each blank to make true statements about all logarithmic parent functions. A picture and word bank (below) are provided to help you. y = log (x) 1. All logarithmic graphs are (1,0) 2. Logarithmic parent graphs ALWAYS cross the x-axis at the point ( 43 3. The BASE is always but never y= log(x) equal to a When the base is greater than 1, the graph MathBits com y = log,(x) %3D from left to right. b. When the base is a positive number less than 1, the graph from left to right. 4. The domain INCLUDES only real numbers. Therefore, the y-axis (or x = L--j is excluded from the domain.
Transcribed Image Text:Logarithmic graphs of the form, y = log,(x) have certain characteristics in common. Fill in each blank to make true statements about all logarithmic parent functions. A picture and word bank (below) are provided to help you. y = log (x) 1. All logarithmic graphs are (1,0) 2. Logarithmic parent graphs ALWAYS cross the x-axis at the point ( 43 3. The BASE is always but never y= log(x) equal to a When the base is greater than 1, the graph MathBits com y = log,(x) %3D from left to right. b. When the base is a positive number less than 1, the graph from left to right. 4. The domain INCLUDES only real numbers. Therefore, the y-axis (or x = L--j is excluded from the domain.
veru , Ue yrapn y = log,(x) from left to right. b. When the base is a positive number less than 1, the graph from left to right. 4. The domain INCLUDES only real numbers. Therefore, the y-axis (or x = L--) is excluded from the domain. a Logarithmic graphs are asymptotic to the y-axis. This means each graph approaches (or gets extremely close to) an "invisible" line without touching or crossing it. 5. The range is ALWAYS (. Dwhich represents all real numbers. :: discrete :: continuous :: positive :: negative :: horizontal :: vertical : increases :: decreases :: 0 :: 1 :: -00 : 00
Transcribed Image Text:veru , Ue yrapn y = log,(x) from left to right. b. When the base is a positive number less than 1, the graph from left to right. 4. The domain INCLUDES only real numbers. Therefore, the y-axis (or x = L--) is excluded from the domain. a Logarithmic graphs are asymptotic to the y-axis. This means each graph approaches (or gets extremely close to) an "invisible" line without touching or crossing it. 5. The range is ALWAYS (. Dwhich represents all real numbers. :: discrete :: continuous :: positive :: negative :: horizontal :: vertical : increases :: decreases :: 0 :: 1 :: -00 : 00
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