linear or quadratic functions, each represented in different ways, at a satisfactory level Patterns and Recognize Compare two Level D Algebra, A.7.a Compare two functions patterns; different Level E Algebra different proportional compare linear or relationships functions quadratic represented in different functions, ways. Examples include each but are not limited to: represented in compare a different graph to a ways, at a distance-time equation strong level to determine which of Determine two moving objects has a greater speed. the slope of a line from a A.7.b Represent or graph, identify a function in a equation, or table or graph as having table at a exactly one output (one element in the range) strong level for each input (each Graph element in the domain). linear A.7.c Evaluate linear and quadratic functions equations at for values in their a strong level domain when Write the represented using equation of a function notation. line with a given slope A.7.d Compare properties of two linear through a or quadratic functions given point each represented in a at a strong different way level (algebraically,
linear or quadratic functions, each represented in different ways, at a satisfactory level Patterns and functions Recognize patterns; compare functions Compare two different linear or quadratic functions, each represented in different ways, at a strong level Determine the slope of a line from a graph, equation, or table at a strong level Graph linear equations at a strong level Write the equation of a line with a given slope through a given point at a strong level Level D Algebra, Level E Algebra A.7.a Compare two different proportional relationships represented in different ways. Examples include but are not limited to: compare a graph to a distance-time equation to determine which of two moving objects has a greater speed. A.7.b Represent or identify a function in a table or graph as having exactly one output (one element in the range) for each input (each element in the domain). A.7.c Evaluate linear and quadratic functions for values in their domain when represented using function notation. A.7.d Compare properties of two linear or quadratic functions each represented in a different way (algebraically,