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Chapter 1: Input, Independent variable, x-values = SAME MEANING
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Chapter 1: Input, Independent variable, x-values = SAME MEANING
Chapter 1: Output, dependent variable, y-values = SAME MEANING
- Chapter 1: Relation: any set of ordered pairs. Domain: the set of all inputs. Range: the set of all outputs.
- Chapter 1: Express y=3x+7 in function notation. DO NOT OVERTHINK (f(x)
- Chapter 1: A function is a relation in which each input gives exactly one output. A formula is an equation involving variables.
- Every Chapter: Common denominators***don't multiply common denominators through parentheses...for example: 6/1 x 2/3(x+7)=1/2(x+13) x 6/1 ... 6/1 is the COMMON DENOMINATOR
- Chapter 1: Relation: any set of ordered pairs. Domain: the set of all inputs. Range: the set of all outputs.
Chapter 2: Consider the function: f(x)=5x or y=5x... The name of the function is f. x represents the input. The output is f(x) or 5x.
- Chapter 2: f(x)=5-2/3x... Linear: yes b=5 m=-2/3
- Chapter 2: A linear function is a function of the form f(x)=b+mx where b and m are real numbers.
- Chapter 2: f(x)=5-2/3x... Linear: yes b=5 m=-2/3
Chapter 2: Parallel lines= same slope, different y-intercept
- Chapter 2: m1=m2 = parallel
- Chapter 2: Lines are perpendicular if and only if their slopes are negative reciprocals, m1=-1/m2
- Chapter 2: Point slope: y-y1=m(x-x1)
- Chapter 2: Lines are perpendicular if and only if their slopes are negative reciprocals, m1=-1/m2
- Chapter 2: m1=m2 = parallel
Chapter 2: In order to find intersection points of two linear fuctions/lines, set the two equations equal to each other.
- Chapter 2: b1+m1x=b2+m2x
Chapter 7: Substution method and Elimination method***
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- Mind Map on Chapter 1: Input, Independent variable, x-values = SAME MEANING, created by Jorge Olmo-Santiago on 29/09/2017.
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