Unit Standards Time Required Activities Unit 4 MAMDMD4. 4 Weeks Using Scatterplots in Reports Recursion and Linear Functions Students will use functions to model Quantitative Recursion and Exponential Functions problem situations in Reasoning Comparing Models both discrete and Rates of Change in Exponential Models continuous relationships. Modeling the Singapore MAMDMG2. Students will solve geometric problems involving inaccessible distances using basic trigonometric principles, including the Law of Sines and the Law of Cosines. Unit 5 5 Weeks Analyzing Linear Regression Equations MAMDMD4. a. Determine whether Comparing Linear and Exponential a problem situation Using Functions in Growth Model involving two Models and Length of Daylight quantities is best Decision Making Crossing the Equator modeled by a discrete (pattern Making Decisions from Cyclical Functions identification, in Finance population growth, Making Decisions from Cyclical Functions compound interest) or in Science and Economics continuous Introducing Step and Piecewise (medication dosage, Functions climate change, bone Introducing Piecewise Function decay) relationship. Another Piecewise Function b. Use linear, Concentrations of Medicine exponential, logistic, Making Decisions from Step and piecewise and sine Piecewise Models functions to construct a model.
Unit Standards Time Required Activities Unit 4 Quantitative Reasoning MAMDMD4. Students will use functions to model problem situations in both discrete and continuous relationships. MAMDMG2. Students will solve geometric problems involving inaccessible distances using basic trigonometric principles, including the Law of Sines and the Law of Cosines. 4 Weeks Using Scatterplots in Reports Recursion and Linear Functions Recursion and Exponential Functions Comparing Models Rates of Change in Exponential Models Modeling the Singapore Unit 5 Using Functions in Models and Decision Making MAMDMD4. a. Determine whether a problem situation involving two quantities is best modeled by a discrete (pattern identification, population growth, compound interest) or continuous (medication dosage, climate change, bone decay) relationship. b. Use linear, exponential, logistic, piecewise and sine functions to construct a model. 5 Weeks Analyzing Linear Regression Equations Comparing Linear and Exponential Growth Model Length of Daylight Crossing the Equator Making Decisions from Cyclical Functions in Finance Making Decisions from Cyclical Functions in Science and Economics Introducing Step and Piecewise Functions Introducing Piecewise Function Another Piecewise Function Concentrations of Medicine Making Decisions from Step and Piecewise Models
AMDM%20Pacing%20Guide%202013-2014%20-%203rd%209%20Weeks.docx