Percent Increase and Decrease Quiz
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Algebra 2 - Lesson 5.3 - Basic Exponential Models in Context
From bacteria to bank accounts—students build, interpret, and reverse-engineer exponential models from real-world contexts using a structured four-part process they can apply to any scenario. This lesson bridges exponential function skills to real-world application using four model types: direct multipliers (doubling, tripling, halving), percent increase, percent decrease, and reverse engineering from tables and graphs. Every example follows the same four-part format—identify components, write t
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 5 - Logarithmic & Exponential Functions
Algebra 2 - Lesson 2B.3 – Polynomial Function Intervals & Behavior
How can students fully understand what a polynomial function is doing across its entire graph? In this clear, no-prep lesson, students analyze polynomial functions by determining domain and range, identifying intervals where functions are increasing or decreasing, and interpreting where functions are positive or negative. Students also learn how turning points reveal relative maxima and minima, connecting graph behavior to function structure. The lesson then extends into full function analysis,
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 2B - Polynomial Functions
Algebra 2 - Lesson 3.6 - Transformations & Key Features of Radical Functions
Can students analyze a radical function the same way they analyze a quadratic or polynomial? This rigorous, ready-to-use lesson pushes students beyond basic graphing into complete function analysis. Students apply transformations to square root and cube root functions, then identify every major key feature — including domain, range, intercepts, intervals of increase/decrease, positivity/negativity, extrema, symmetry, and end behavior. Rather than treating radical graphs as isolated shapes, this
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 3 - Radical Functions
Algebra 2 - Lesson 5.7 - Graphing Logarithmic Functions
From parent graph to full transformation — students graph logarithmic functions, identify every key characteristic, and connect logs to their inverse exponential functions before leaving the lesson. This lesson builds logarithmic graphing from the ground up. Students start with a side-by-side graph of y = 2ˣ and y = log₂x and four structured analysis questions that surface the inverse relationship before any graphing begins. Section 2 establishes the parent graph for both increasing and decreasi
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 5 - Logarithmic & Exponential Functions
Algebra 2 - Quiz for Lessons 5.6 - 5.12
Thirteen multiple choice questions and two constructed response problems — a complete, ready-to-print checkpoint for everything students have learned through the second half of Unit 5. This quiz covers lessons 5.6–5.12 in a clean two-part format that moves from fluency to application. Part A moves efficiently through 13 multiple choice questions targeting exponential-to-logarithmic conversion in both directions, logarithmic evaluation, vertical asymptotes, domain, anchor point transformations, c
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 5 - Logarithmic & Exponential Functions
Algebra 2 - Quiz for Lessons 5.1 - 5.5
Sixteen multiple choice questions and two constructed response problems — a complete, ready-to-print checkpoint for everything students have learned through the first half of Unit 5. This quiz covers lessons 5.1–5.5 in a clean two-part format that moves from fluency to application. Part A moves efficiently through 16 multiple choice questions targeting initial value and growth factor identification, exponential growth vs. decay, horizontal asymptotes, domain, end behavior, transformations, compo
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 5 - Logarithmic & Exponential Functions
Algebra 2 - Quiz for Lessons 2A.1 - 2A.7
Need a clean, rigorous assessment to wrap up your quadratics unit? This no-prep Unit 2A Quiz is designed to evaluate student mastery across the most important quadratic skills—factoring, solving, analyzing quadratic functions, and interpreting quadratic regression results. Students are challenged with a balanced mix of multiple-choice and constructed-response questions, including higher-level reasoning with regression, residuals, and real-world interpretation. This is a strong end-of-unit check
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 2A | Quadratic Functions
Algebra 2 - Lesson 2B.7 – Constructing and Rewriting Polynomials Using Zeros
How do mathematicians build a polynomial from its roots and rewrite it in standard form? In this clear, no-prep lesson, students learn how zeros reveal the complete structure of a polynomial. Students construct polynomials from given roots, apply multiplicity correctly, handle complex conjugates, and use strategic multiplication to rewrite functions in standard form. Instead of expanding blindly, students develop efficient, structured techniques for building and rewriting higher-degree polynomia
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 2B - Polynomial Functions
Algebra 2 - Lesson 4.3 - Dividing Rational Expressions
Keep, Change, Flip—then factor, cancel, and simplify. Teach students to divide rational expressions with confidence.This lesson builds directly on multiplication of rational expressions, guiding students through the Keep-Change-Flip process before factoring, canceling, and simplifying. With real-world applications ranging from fuel efficiency to chemistry concentrations, students see exactly where these skills show up beyond the classroom. ✅ This complete resource includes:Student-friendly note
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 4 - Rational Functions
Algebra 2 - Quiz for Lessons 4.5 - 4.8
From asymptotes to applications—assess students' ability to analyze rational functions and solve rational equations with confidence and precision. This quiz covers Lessons 4.5–4.8 and gives teachers a complete, ready-to-use assessment that moves from graphical analysis to algebraic solving to real-world modeling. With 10 multiple choice questions and 3 multi-part constructed response problems—including a full equation-solving task and a work-rate application—this quiz measures both conceptual un
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 4 - Rational Functions
Algebra 2 - Quiz for Lessons 6.1 - 6.3
From basic operations to inverse matrices—assess student mastery of the foundational matrix skills they'll need to solve systems and tackle linear programming with confidence. This quiz provides a focused, comprehensive check of the core matrix concepts from lessons 6.1 through 6.3. Part A features twelve multiple choice questions that efficiently assess a wide range of skills—from identifying dimensions and subscript notation to performing matrix operations, applying the inner-dimension rule, c
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 6 - Matrices
Algebra 2 - Quiz for Lessons 4.1 - 4.4
A rigorous, standards-aligned quiz that assesses students' mastery of rational expressions—from simplifying and factoring to multiplying, dividing, and real-world application. This quiz covers Lessons 4.1–4.4 and gives teachers a complete, ready-to-use assessment that moves from procedural fluency to conceptual understanding to applied problem solving. With 14 multiple choice questions and 3 constructed response problems—including a multi-part real-world factory scenario—this quiz measures both
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 4 - Rational Functions
Algebra 2 - Quiz for Lessons 3.1-3.4
How can you quickly determine whether students truly understand exponent structure and radical equation reasoning—not just the steps? This rigorous, ready-to-use quiz evaluates student understanding of exponent properties, rational exponents, and solving radical equations. Rather than focusing on isolated skills, this assessment requires students to simplify expressions, interpret structure, identify when extraneous solutions occur, and verify algebraic reasoning. With a balanced mix of conceptu
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 3 - Radical Functions
Algebra 2 - Quiz for Lessons 3.5-3.7
How can you determine whether students truly understand radical functions—not just how to graph them, but how to analyze and interpret them? This rigorous, ready-to-use quiz evaluates student understanding of radical function behavior, transformations, domain and range, rate of change, and real-world modeling. Students must move beyond graphing into interpreting structure, analyzing behavior, and applying reasoning across multiple representations. With a strong balance of conceptual and procedur
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 3 - Radical Functions
Algebra 2 - Lesson 5.4 - Compound Interest & Continuous Growth Models
From quarterly compounding to carbon dating—students master every form of exponential growth with e, then apply it to finance, biology, chemistry, and physics in a single resource. This lesson takes exponential modeling to the next level by introducing the compound interest formula A = P(1 + r/n)^(nt) and the continuous compounding formula A = Pe^(rt). Students begin by comparing four compounding frequencies side by side on the same $10,000 investment to see exactly how increasing n affects the
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 5 - Logarithmic & Exponential Functions
Algebra 2 - Quiz for Lessons 2B.1 - 2B.3
How can you tell if students truly understand polynomial structure, behavior, and reasoning? This rigorous, ready-to-use assessment evaluates deep understanding of polynomial concepts including degree, end behavior, multiplicity, intervals, turning points, and full function analysis. Rather than testing isolated skills, this quiz challenges students to interpret structure, analyze graphs, and apply reasoning across multiple representations. The assessment moves beyond routine questions into high
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 2B - Polynomial Functions
Algebra 2 - Lesson 2B.6 – Finding All Roots of a Polynomial
How do students completely break down a polynomial and uncover every root—real and complex? In this clear, no-prep lesson, students apply a powerful, structured process to find all zeros of a polynomial using the Rational Root Theorem, synthetic division, factoring, and the Quadratic Formula. Rather than stopping at one solution, students learn how mathematicians systematically reveal the entire structure of a polynomial. The lesson builds from guided strategy into full polynomial mastery, where
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 2B - Polynomial Functions
Algebra 2 - Lesson 2B.4 - Factoring Polynomials & Special Cases
How do students recognize when a polynomial demands more than basic factoring? In this clear, no-prep lesson, students uncover the powerful patterns behind advanced factoring, learning how sum and difference of cubes, grouping, and quadratics in disguise reveal the hidden structure of complex polynomials. Rather than guessing, students develop sharp pattern recognition and strategic thinking that allows them to factor with confidence and precision. The lesson builds from guided discovery into d
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 2B - Polynomial Functions
Algebra 2 - Lesson 7.3 – The 30° & 60° Families (π/6 & π/3)
Two triangles. Eight angles. Students derive exact sine, cosine, and tangent values for both the 30° and 60° families from the 30-60-90 triangle and extend them across all four quadrants — then distinguish between the two families before the most common mix-up has a chance to take hold. This lesson builds the π/6 and π/3 families using the same four-step reasoning process introduced in Lesson 7.2, giving students a consistent structure to work from while managing two distinct sets of values in t
11th - 12th
Algebra 2
Also included in: Algebra 2/Advanced Algebra - Entire Course - MEGA BUNDLE
Algebra 2 - Lesson 5.9 - Solving Logarithmic Equations
Three methods, one clear framework — students learn to identify the right approach and solve any logarithmic equation, including ones that produce extraneous solutions. This lesson organizes logarithmic equation solving into four clearly labeled sections so students always know which strategy to reach for. The notes open with three vocabulary terms — one-to-one property, extraneous solution, and domain restriction — before moving through three method-specific sections: applying the one-to-one pr
11th - 12th
Algebra 2
Also included in: Algebra 2 - Unit 5 - Logarithmic & Exponential Functions
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