Question: . Linear Functions (10 points) o Parent function and graph o Transformed function and graph o Analyze the following key features for the transformed function

. Linear Functions (10 points) o Parent function and graph o Transformed function and graph o Analyze the following key features for the transformed function only Domain/Range - X intercept(s) Y intercept(s) Positive/Negative interval(s) Increasing/Decreasing interval(s) End Behavioral StatementQuadratic Functions (12 points) o Parent function and graph o Transformed function and graph o Analyze the following key features for the transformed function only " Domain/Range . Vertex " X intercept(s) Y intercept(s) Positive/Negative interval(s) " Increasing/Decreasing interval(s) End Behavioral Statemente Cubic Functions (10 points) o Parent function and graph o Transformed function and graph o Analyze the following key features for the transformed function only Domain/Range X intercept(s) Y intercept(s) Positive/Negative interval(s) Increasing/Decreasing interval(s) End Behavioral Statement Exponential Functions (12 points) o Parent function and graph o Transformed function and graph o Analyze the following key features for the transformed function only " Domain/Range * Horizontal/ Vertical Asymptote " X intercept(s) " Y intercept(s) " Positive/Negative interval(s) " |ncreasing/Decreasing interval(s) * End Behavioral Statement Logarithmic Functions (12 points) o Parent function and graph o Transformed function and graph o Analyze the following key features for the transformed function only Domain/Range Horizontal/ Vertical Asymptote X intercept(s) Y intercept(s) Positive/Negative interval(s) Increasing/Decreasing interval(s) End Behavioral Statement Trigonometric Function (12 points) o Graph either a Sine or Cosine function that has been transformed o List the following key features * Period * Amplitude * Phase shift * Vertical shift * Midline Piecewise Function (12 points) o Create your own piecewise function with AT LEAST 3 parts. o You must Use AT LEAST 3 of the transformed functions you have used on previous slides. Applications (20 points) o For the final slide you are required to research and create one real world application using ONE of the types of functions presented on your slides. It does NOT have to be a specific transformed function you have already used

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