Percent Increase and Decrease Quiz - Page 5
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Graphing Quadratics From Standard Form Notes & HW
Graphing Quadratics From Standard FormEffectively teach students how to graph from standard form with this notes & HW combo. What This Product Includes: - Axis of Symmetry - Vertex - Transformations This Notes & HW Set also includes the following Key Characteristics: - Domain - Range - Max/Min - Increase/Decrease Interval - End Behavior Similar/Related Products:· Graphing Quadratics (Bundle) – Includes individual downloads too!· Graphing Quadratics Practice· Factoring Quadratics (Bundle)
8th - 11th
Algebra, Math
Features of a Function Graph Algebra Guided Notes Practice Exit Ticket Worksheet
Are you an 8th Grade Math or Algebra 1 teacher searching for a ready-to-print, scaffolded lesson to introduce or review Features of Function Graphs with your students? Do you wish there was a way to make identifying those key characteristics (domain, range, intercepts, increasing/decreasing intervals... the whole shebang!) less intimidating and more engaging? Well, get ready to graph your way to success with the "Features of Function Graphs: Recognizing Characteristics Guided Notes"! These no
8th - 9th
Algebra, Math
CCSS
HSF-IF.B.4
Interpreting Key Features of Relations Guided Notes Worksheet Algebra 1
Save time and meet the needs of all your students with these no prep, differentiated guided notes and practice worksheet for Interpreting Key Features of Relations! This resource includes 3 versions of notes (Guided Notes, Blank Graphic Organizer & Filled In Notes) that all provide the same rigorous level of content but with differentiated support. It also comes with a 2-sided practice worksheet for independent practice! These notes cover interpreting key features of relations (intercepts, r
8th - 11th
Algebra, Math
CCSS
HSF-IF.B.4
Intervals of Functions (increasing, decreasing, positive, negative) Notes INB
Master Function Analysis: Intervals of Increase, Decrease, Positive, & Negative 📈 Help your students move beyond "guessing" with this structured, scaffolded set of Guided Notes. This resource is specifically designed to help students master the notation for intervals of increasing, decreasing, positive, and negative outputs, while reinforcing the "tried and true" domain and range. These notes are partially filled, making them an ideal solution for students with accommodations, IEPs, or fo
10th - 12th
Algebra, Algebra 2, Math
Also included in: Increasing and Decreasing Notes, Activity, and Assessment - No Prep
Analyzing Graphs Foldable
Interactive foldable notes on identifying intervals of increase and decrease, and determining where f(x) > 0 and < 0. To copy... rotate the second page 180 degrees and copy back to back. Students should glue the blank side down into their interactive notebook.
11th - 12th
Algebra 2, Math, PreCalculus
Interpreting the Derivative's Graph: A Calculus Discovery Activity
Using what they already know about derivatives and curve sketching vocabulary, students will be guided through a team discovery of how to interpret the graph of a derivative! All they need is one graphing calculator per group and a few colored pencils or highlighters! Students will use technology to aid in the sketching of three functions and will be asked to identify the following for each function: Intervals where positive/negativeIntervals of increasing/decreasingIntervals of concave up/con
9th - 12th, Higher Education
Applied Math, Calculus, Graphing
Question Exploration: What Are the Solar Activity Sunspot Cycles?
What are the solar activity sunspot cycles? Sunspots increase and decrease through an average cycle of 11 years. This Question Exploration helps Ss explain how the spotless Sun turns dark, releasing solar flares and coronal mass ejections (CMEs). Question Exploration Routine is an instructional methods that teachers can use to help a diverse student population understand a body of content information by carefully answering a critical question to arrive at a main idea answer. The Concept Compari
7th - 12th, Higher Education
Astronomy, Earth Sciences, Graphing
NGSS
HS-ESS1-1
Key Features of Functions Notes- Printable
This Key Features of Functions Worksheet helps students identify and describe domain, range, intercepts, increasing and decreasing intervals, positivity and negativity, and end behavior. Students practice writing answers using inequality notation and interval notation, strengthening their understanding of function behavior. This resource is ideal for Algebra 1 and Algebra 2 students learning to analyze graphs and functions. Perfect for guided notes, review, test prep, or independent pract
9th - 11th
Algebra, Algebra 2, Graphing
CCSS
HSF-IF.B.4
, HSF-IF.B.5
, HSF-IF.C.7
+1
02 Features of a Function Notes- Algebra 2
02 Features of a Function Notes - Interval Notation - Domain and Range - Intervals of Increasing and Decreasing - Positive and Negative Intervals - Solving equations by graphing - Solving inequalities by graphing
9th - 12th
Algebra 2, Math
8.3 Stock Market Data, Financial Algebra, stock bar chart, candlestick chart
These are complete no-prep notes, an editable Google slide, and an individual assignment for this section: 8.3 Stock Market Data Chart in the chapter The Stock Market for your Financial Algebra class. An answer key is included for both. This product consists of two pages of notes and a page and a half assignment. This product contains all the vocabulary and examples from Section 8.3. The information is from the Financial Algebra book by Gerver and Sgori. Topics Covered:stock bar chart stock char
10th - 12th
Financial Literacy, Graphing, Money Math
Solving Percentage Problems
This notes page focuses on the following types of problems involving percents: Finding the part (given the whole and percent)Finding the whole (when given the part and percent)Finding the percent (given the part and whole)Each type of problem is outlined with question format, how-to steps, an example, and guided practice. I use the notes after the first learning process. When my students have struggled on a quiz I pull out these notes as a reteach and practice opportunity. I've realized that som
6th - 8th
Math
CCSS
6.RP.A.3c
Also included in: Guided Notes Bundle
Coordinate Plane Anchor Chart
Coordinate Plane Anchor Chart This product includes: Poster with key terms and definitionsLabeled visual representationsFillable versionVocabulary: coordinate pairx-axisy-axisoriginx-intercepty-interceptslope (increasing, decreasing, zero, undefined)This resource is great for: Classroom posterInteractive notebooksGuided notes
5th - 6th
Algebra, Applied Math, Graphing
CCSS
5.G.A.1
, 5.G.A.2
, 6.G.A.3
Characteristics of Polynomial Functions Notes
Notes on a few quick topics my students were struggling with! Intervals of increase and decrease, intercepts, extrema, maximum and minimum, end behavior, domain and range. My special ed students needed some very clear outlined notes on these topics, so I made this for them. Hope you like it too! Stay tuned for practice pages to go with these notes!
8th - 12th, Adult Education, Higher Education
Algebra, Algebra 2, PreCalculus
CCSS
HSF-IF.C.7
, HSF-IF.C.7a
, HSF-IF.C.8a
+1
Exponential Functions Formula sheet
Formula sheet for graphing Exponential Functions that includes the domain, range, shifts, asymptotes, and whether the graph is increasing or decreasing.
11th
Algebra 2
Interval Notation Notes: Domain/Range, Increasing/Decreasing, Positive/Negative
Teach interval notation using graphs with this engaging notes and practice resource for domain & range, increasing & decreasing intervals, and positive & negative intervals! Color-coded examples to help students connect graph behavior to interval notationStudents identify domain & range, increasing & decreasing intervals, and positive and negative intervalsThe warm-up uses the idea of an ant walking up and down anthills to introduce the concept of increasing/decreasing and positive/negative inte
8th - 10th
Algebra, Graphing
CCSS
HSF-IF.A.1
, HSF-IF.C.7
Key Features of Graphs of Functions - Editable Algebra Foldable
This editable algebra 1 foldable organizes key features including domain, range, intercepts, intervals that are increasing/ decreasing, and relative maximum/ minimum for the following types of graphs: LinearAbsolute ValueQuadraticExponentialSquare RootPiecewisePerfect for interactive math notebooks! I use this type of assignment during whole group guided instruction, but it would also work great for intervention, small group, centers, or during a tutoring session. This download includes a print
8th - 11th
Algebra, Algebra 2, Math
CCSS
HSF-IF.B.4
Also included in: Algebra 2 Foldables for Interactive Notebooks - Fully Editable Foldables
Average Rate of Change (AROC) and Concavity Analysis
Students calculate and analyze how the average rate of change changes over various intervals of increasing/decreasing & concave up/down functions. Students describe if the AROC is positive or negative and if it's increasing or decreasing as you move from left to right across the interval. Pictures of the graphs with the secant lines support students' understanding of the AROC changes.
9th - 12th
PreCalculus
CCSS
HSF-IF.A.2
, HSF-IF.B.6
Quadratic Functions Key Features Foldable
This foldable has sections for Rate of Change (the function is increasing/decreasing at a(n) increasing/decreasing rate), Domain and Range, End Behavior (As x goes to infinity or negative infinity, y goes to infinity or negative infinity), and Key Points (x-intercept, y-intercept, vertex, and maximum/minimum values).
This foldable fits the North Carolina standard F-IF.4 for interpreting key features of graphs.
An answer key is provided.
9th - 12th
Algebra, Algebra 2, Math
CCSS
HSF-IF.B.4
, HSF-IF.C.7
Financial Literacy-Financial Math-Using Rearranged Simple Interest Formulas
Description:Worksheets in Printable PDF about applying the rearranged simple interest formulas to solve problems involving investing and borrowing money Level of Difficulty: Advanced Grades: 9th to 12th Outcomes: Students · recognise the rearranged simple interest formulas where I is the interest, P is the principal, R is the annual interest rate, T is the number of periods (years, months, etc) and A is the final amount · apply the rearranged simple interest formulas to solve problems involving
9th - 12th, Higher Education
Applied Math, Financial Literacy, Math
CCSS
7.RP.A.3
Sketching and Analyzing Graphs Guided Notes
These guided notes introduce students to reading a story-line and being able to sketch a graph (focusing on increasing, decreasing, and no change). It also goes through looking at a graph and analyzing key features. This aligns with the Big Ideas Blue Textbook 2014, chapter 6 section 5.
7th - 10th
Algebra, Math, Other (Math)
CCSS
8.F.B.5
, HSF-IF.B.4
Introduction to Percents - Fractions, Decimals, Percents Guided Notes Intro
This lesson is meant to be used as guided notes for an entire class. Students begin by learning what "percent" means and why we use them in the real world. They then learn how to classify percents as either "some, about half, or many." After learning how to write percents as fractions and decimals, the students learn how to convert quiz scores (quotients) into a percent. The assessment is based off of the guided notes. Answer key is included!
6th - 10th
Algebra, Math
CCSS
6.RP.A.3c
, 7.RP.A.3
Analyze Polynomial Graphs (Notes, Classwork, Paired Activity with Scaffolding)
Analyze degree 3 & 4 polynomial graphs. Specifically x-intercepts, y-intercept, relative minimums/maximums, absolute minimum/maximum, intervals of increase/decrease, and end behavior for polynomial graphs. Activity encourages students to talk about graphs with hints for supports as needed, as well as gives students a break from writing. Only intervals of notation are used in the notes and answer keys where applicable. Notes: The notes review vocabulary for key characteristics of graphs. The ch
9th - 12th
Algebra 2, Graphing, Math
CCSS
HSF-IF.C.7a
, HSF-IF.C.8a
Graphs of Absolute Value Functions Cheat Sheet
Quick notes for how to analyze graphs of absolute value functions. Includes domain, range, vertex, axis of symmetry, intervals of increase and decrease, positive and negative intervals, x and y intercepts, function notation, and transformations.
8th - 12th
Algebra, Algebra 2, Math
CCSS
HSF-IF.A.1
, HSF-IF.A.2
, HSF-IF.B.4
+3
Also included in: Algebra I and II Anchor Charts Bundle
Characteristics of Function Graphs 8th grade math guided notes leveled practice
This scaffolded Algebra 1 lesson gives students the support they need to identify whether a graph is linear or nonlinear, increasing or decreasing, and how to find key features like y-intercepts and rate of change without the confusion that often comes with abstract graph analysis. Whether you’re teaching whole group, small-group intervention, or 1:1 support, this lesson gives you the structure and differentiation you need. ⭐ What’s Included Scaffolded Guided Notes (clear visuals + simpl
8th
Applied Math, Math, Math Test Prep
CCSS
8.F.A.1
, 8.F.B.5
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