Bainbridge (A3) Function Characteristics 11-13 questions File State Item Specification Name & Description Strand Ch2 A Relations and Functions A1.3.A Determine whether a relationship is a function and identify the domain, range, roots, and independent and dependent variables. Ch2 B Domain, finding A1.3.A Determine whether a relationship is a function and identify the roots domain, range, roots, and independent and dependent variables. Ch2 C Functions defined In the notes it says, step functions will be described verbally or piecewise graphically not symbolically Ch2 D Independent, dependent A1.3.A Determine whether a relationship is a function and identify the variables domain, range, roots, and independent and dependent variables. Ch2 E Multiple representations A1.3.B Represent a function with a symbolic expression, as a graph, in a (symbolic, graph, table, table, and using words, and make connections among these words) representations. Ch2 F Make Connections A1.3.B Represent a function with a symbolic expression, as a graph, in a (Linear & Exponential) table, and using words, and make connections among these representations. Ch2 G Make Connections A1.3.B Represent a function with a symbolic expression, as a graph, in a (Quadratic & Absolute table, and using words, and make connections among these Value) representations. Ch2 H Function notation A1.3.C Evaluate f(x) at x=a ( Find f(x) at x = a) Ch2 I Function notation for x in the equation f(x)=b (Solve for x if f(x)=b) Ch2 B is not written yet Ch2 C is not written yet. Ch2 D is not written yet. APPENDIX Chapter 2: Characteristics and behaviors of linear and non-linear functions (continued) File State Item Specification Name & Description Strand Ch2 J Select and justify A.1.1.A Select and justify functions and equations to model and solve functions (to model and problems solve problems) Ch2 K Solve problems (that can A.1.1.E Solve problems that can be represented by exponential functions be modeled with and equations exponential functions) Ch2 L Sketch the graph A.1.7.A Sketch the graph for an exponential function of the form y=ab^x (exponential) where n is an integer. Answer questions that arise in situations that arise in situations modeled by exponential functions.
Bainbridge (A3) Function Characteristics 11-13 questions File Name & Description State Strand Item Specification Ch2 A Relations and Functions A1.3.A Determine whether a relationship is a function and identify the domain, range, roots, and independent and dependent variables. Ch2 B Domain, finding roots A1.3.A Determine whether a relationship is a function and identify the domain, range, roots, and independent and dependent variables. Ch2 C Functions defined piecewise In the notes it says, step functions will be described verbally or graphically not symbolically Ch2 D Independent, dependent variables A1.3.A Determine whether a relationship is a function and identify the domain, range, roots, and independent and dependent variables. Ch2 E Multiple representations (symbolic, graph, table, words) A1.3.B Represent a function with a symbolic expression, as a graph, in a table, and using words, and make connections among these representations. Ch2 F Make Connections (Linear & Exponential) A1.3.B Represent a function with a symbolic expression, as a graph, in a table, and using words, and make connections among these representations. Ch2 G Make Connections (Quadratic & Absolute Value) A1.3.B Represent a function with a symbolic expression, as a graph, in a table, and using words, and make connections among these representations. Ch2 H Function notation ( Find f(x) at x = a) A1.3.C Evaluate f(x) at x=a Ch2 I Function notation (Solve for x if f(x)=b) for x in the equation f(x)=b Ch2 B is not written yet Ch2 C is not written yet. Ch2 D is not written yet. APPENDIX Chapter 2: Characteristics and behaviors of linear and non-linear functions (continued) File Name & Description State Strand Item Specification Ch2 J Select and justify functions (to model and solve problems) A.1.1.A Select and justify functions and equations to model and solve problems Ch2 K Solve problems (that can be modeled with exponential functions) A.1.1.E Solve problems that can be represented by exponential functions and equations Ch2 L Sketch the graph (exponential) A.1.7.A Sketch the graph for an exponential function of the form y=ab^x where n is an integer. Answer questions that arise in situations that arise in situations modeled by exponential functions.
Algebra-1-EOC-Study-Guide-_2800_table-of-contents_2900_.docx