Evenly Odd

Topics Included: BoxplotsCombining Like TermsCompound ProbabilityDistributive PropertyDomain and RangeFunction TestingGraphing Linear FunctionsPythagorean TheoremScatterplotsSimplifying ExpressionsSlope, Y-Intercept, and Writing Linear FunctionsSolving Multistep Equations with Variables on Both Sides of the Equal SignSolving Multistep Equations with Variables on One Side of the Equal SignSolving Multistep InequalitiesSolving Two-Step EquationsSupplementary and Complementary AnglesVertical and A

Topics Included:Equations and Inequalities including Systems and LiteralComparing Functions: Linear, Quadratic, and ExponentialExponential FunctionsLinear FunctionsLinear Functions in ContextPolynomial OperationsQuadratic FunctionsSimplifying Exponent and Radical ExpressionsStudents are provided worked examples and step-by-step instructions on how to tackle problems. Fill in the blank areas are provided where valuable and practice problems are embedded in each section to help students reinforce

This set of guided notes covers linear functions including:identifying domain and range in interval and inequality notationidentify y-intercept and zeroscalculate slope from a graph, table of values, and two pointslearn various forms including standard, slope-intercept, and point-slopeextract information from given graph including functionwrite equations given graph, slope and a point, and two pointswrite equations for horizontal and vertical lineswrite equations for parallel and perpendicular l

This set of guided notes covers comparing functions including:graphing and creating table of values for linear functions, quadratic function, exponential growth, and exponential decay extract key features of each function including domain, range, intercepts, and transformationsextract slope from linear functionextract vertex from quadratic functionextract horizontal asymptote from exponential growth and decay functionsreview regression for use in DESMOS calculatorStudents are provided worked exa

This set of guided notes covers equations and inequalities including:justifying the steps for solving multistep equations and inequalitiesidentifying the number of solutions for equations (none, one, infinite)solving literal equationssolving system of equations using substitution, elimination, and graphingidentifying the number of solutions for system of equationssolving system of inequalities by graphing Students are provided worked examples and step-by-step instructions on how to tackle proble

This set of guided notes covers quadratic functions including:extracting zeros, domain, range, vertex, and y-intercept from graphwriting factored form from standard formmatching table of values to graphfinding vertex given quadratic functiongraphing quadratic functionsidentifying transformations (vertical shift, reflection, vertical stretch/shrink)finding number of solutions given graph and using the discriminantperforming quadratic regression and identifying domain and range of given scenariosS

This set of guided notes covers linear functions in context including:graphing linear functionstransformations of linear functions including steepness and vertical shiftbivariate data interpretation and analysis including understanding boundaries (domain and range... informally)linear regression to find line of best fit with the aid of DESMOS calculatorStudents are provided worked examples and step-by-step instructions on how to tackle problems. Fill in the blank areas are provided where valuabl

Topic: Slope, Y-Intercept, and Writing Linear Functions Main Concepts: slope, y-intercept, slope-intercept form, linear functions, rise over run, y-pattern, x-pattern, table of values, graph Building Thinking Classroom (BTC) Notes encourage students to dive deeper into their learning experience by individually crafting meaningful notes that are geared to helping them understand content deeply and thoroughly.Notes are split into 4 quadrants:Fill It In -- a thoughtfully crafted question (or set of

This set of guided notes covers exponential functions including:extracting key features from functions including domain, range, horizontal asymptote, y-intercept, and growth/decay factorevaluate functions to create graphs of both exponential growth and exponential decay functionsStudents are provided worked examples and step-by-step instructions on how to tackle problems. Fill in the blank areas are provided where valuable and practice problems are embedded in each section to help students reinf

Topic: Graphing Linear Functions Main Concepts: function, linear, slope, y-intercept, slope-intercept form, rise over run, plot Building Thinking Classroom (BTC) Notes encourage students to dive deeper into their learning experience by individually crafting meaningful notes that are geared to helping them understand content deeply and thoroughly.Notes are split into 4 quadrants:Fill It In -- a thoughtfully crafted question (or set of questions) that includes fill in the blanks at specific points

Topic: Function Testing Main Concepts: function vs relation, ordered pairs, graphs Building Thinking Classroom (BTC) Notes encourage students to dive deeper into their learning experience by individually crafting meaningful notes that are geared to helping them understand content deeply and thoroughly.Notes are split into 4 quadrants:Fill It In -- a thoughtfully crafted question (or set of questions) that includes fill in the blanks at specific points to purposefully foster critical thinking ski

Topic: Domain and Range Main Concepts: domain, range, function, discrete graph, table of values Building Thinking Classroom (BTC) Notes encourage students to dive deeper into their learning experience by individually crafting meaningful notes that are geared to helping them understand content deeply and thoroughly.Notes are split into 4 quadrants:Fill It In -- a thoughtfully crafted question (or set of questions) that includes fill in the blanks at specific points to purposefully foster critical