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2,589 resources with the concept graphs

Extended Performance Task: Recording Data Assessment

Extended Performance Task: Recording Data

3rd
CCSS: Designed
New ReviewChallenge mathematicians to show what they know with five tasks all about data. Scholars collect and record data before creating tally charts, picture graphs, and bar graphs to analyze the information they discovered in written form.
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My Summer Options Lesson Plan

My Summer Options

8th
CCSS: Designed
New ReviewWhen presented with three job offers, which should you take and why? Scholars analyze the three offers and must decide which offer provides the highest income. Each offer has a different starting salary and commission rate, so the...
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Lactase Persistence: Evidence for Selection Activities & Project

Lactase Persistence: Evidence for Selection

9th - 12th
CCSS: Adaptable
New ReviewWhat's the link between lactase persistence and dairy farming? Biology scholars analyze data to find evidence of the connection, then relate this to human adaptation. Working individually and in small groups, learners view short video...
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F.BF.B.3 and F.BF.B.5 Assessment Items Assessment

F.BF.B.3 and F.BF.B.5 Assessment Items

9th - 11th
CCSS: Designed
New ReviewTransform questions into a formal assessment instrument. A set of five assessment items tests understanding of the Common Core math standards F-BF.3 and F-BF.5. Pupils identify transformations of functions and interpret parameters of...
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IT Academy Lesson Plan Unit

IT Academy Lesson Plan

6th - 12th
New ReviewAnyone can create a slideshow, but is your class ready to build a proper presentation? A Microsoft PowerPoint unit turns them into multimedia moguls in no time! A series of seven lesson plans catapults individuals from novice to advanced...
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Function Rationally Lesson Plan

Function Rationally

10th - 12th
New ReviewNow you can introduce rational functions using ... spaghetti. Scholars begin to learn about rational functions. After collecting data using an experiment on the amount of mass that different lengths of spaghetti can support, they write...
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Walking to Class: Modeling Students' Class Schedules with Time-Distance Graphs Lesson Plan

Walking to Class: Modeling Students' Class Schedules with Time-Distance Graphs

6th - 8th
CCSS: Designed
New ReviewSometimes even the most mundane actions, such as walking to class, can be useful for math. Learners record the number of strides they take while walking between classes. They create distance-time graphs to show their data and interpret...
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Roller Coasting through Functions Lesson Plan

Roller Coasting through Functions

6th - 8th
CCSS: Designed
Help your class navigate the ups and downs of learning about quadratic functions. Young mathematicians use a quadratic model to investigate a roller coaster. They calculate height and average velocity using given data on a roller...
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Using NBA Statistics for Box and Whisker Plots Lesson Plan

Using NBA Statistics for Box and Whisker Plots

6th - 8th
CCSS: Designed
What's the median height of basketball players in the NBA? Young scholars address this question using box and whisker plots. They begin with a plot with all players and then adjust for outliers.
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Fibonacci Trains Lesson Plan

Fibonacci Trains

6th - 8th
CCSS: Designed
Keep your lessons on the right track! Young scholars investigate patterns by building different-sized trains using manipulatives. They graph the patterns and write rules to represent the variables.
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Graphical Representations for the Number of Hits—Paper Pool Lesson Plan

Graphical Representations for the Number of Hits—Paper Pool

6th - 8th
CCSS: Designed
Building off the prior two lessons, scholars graph their collected data from Paper Pool in the third of five lessons. This opens up data analysis for visual learners and those who prefer lines to numbers allowing more scholars to learn...
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Road Trip! Lesson Plan

Road Trip!

9th - 12th
CCSS: Designed
And we're on the road to learning! An engaging lesson asks learners to apply three different algorithms to calculate the shortest route for a road trip. Using the cost of gas as a motivator, scholars determine the best way to save money...
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Building Functions: Inverse Functions from Tables and Graphs Lesson Plan

Building Functions: Inverse Functions from Tables and Graphs

9th - 12th
CCSS: Designed
Is the inverse a function? Scholars learn how to examine a function to answer this question. Using an online interactive, they examine the properties of inverse functions to compare to the original function.
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Determining Percent of Seed Germination Lesson Plan

Determining Percent of Seed Germination

9th - 12th
CCSS: Designed
Watch your classes grow during as they experiment with science and mathematics! Learners collect data on percent of seed germination over a two-week period. They graph their results and create a report analyzing their findings.
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Adding Up Stats Lesson Plan

Adding Up Stats

9th - 12th
CCSS: Designed
The proof is in the numbers! Scholars conduct surveys, collect data, and analyze results in a thorough lesson plan. After plotting the data using various graph types, they make conclusions using the data as a support.
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Recursive and Exponential Rules—Counting the Trains Lesson Plan

Recursive and Exponential Rules—Counting the Trains

6th - 12th
CCSS: Designed
Good pupils always follow the rules! An engaging lesson explores recursive and explicit rules. The third in a three-part series asks individuals to write and read recursive rules from graphs and tables and then develop...
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Graphs Printables Collection
9 Item

Graphs Printables Collection

K - 3rd
Use this ABCmouse collection to have young learners practice creating and reading bar graphs, pictographs, and line graphs. Create your FREE ABCmouse for Teachers account to access these and thousands more offline and digital resources for Preschool through 2nd grade. Visit www.ABCmouse.com/Teachers to sign up.
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Growth Rate Lesson Plan

Growth Rate

9th - 12th
CCSS: Adaptable
At what age do children grow the fastest? Using their knowledge of slope, pupils approximate the growth rates of boys and girls at different ages. They share their estimates with classmates and discuss similarities and differences. They...
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Domain Representations Lesson Plan

Domain Representations

9th - 12th
CCSS: Adaptable
Perform main investigations of functions across the real numbers. Using a graphing calculator, pupils create graphs of functions and view their tabular information. With the aid of the graphs and the tables, learners determine the...
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Continuity of a Function: Continuity Interactive

Continuity of a Function: Continuity

10th - Higher Ed
Does the point continually move along the graph? Pupils drag a line across two functions to determine whether they are continuous or not. They answer questions about the properties of continuous and discontinuous functions. Using their...
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One-Sided Limit Type: One-Sided Limits Interactive

One-Sided Limit Type: One-Sided Limits

11th - Higher Ed
Not everything that's one-sided is bad. A slider interactive aids learners in investigating one-sided limits from graphs. A set of challenge questions assesses their understanding of the relationship between one- and two-sided limits.
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Evaluate Limits Using Graphs and Tables: Where Is That Limit? Interactive

Evaluate Limits Using Graphs and Tables: Where Is That Limit?

11th - Higher Ed
Limits are made easy through graphs and tables. An easy-to-use interactive lets users change a function on a coordinate plane. They relate graphs and tables to the limit at a specific value.
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Continuity at a Point, Continuity Test, Types of Discontinuity: Properties of Continuous Functions Interactive

Continuity at a Point, Continuity Test, Types of Discontinuity: Properties of Continuous Functions

11th - Higher Ed
Take a closer look at continuous functions within given intervals. Using the parent cubic function, learners explore properties of continuous functions on intervals. Pupils interpret the Intermediate Value Theorem and the Extreme Value...
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One-Sided Limit Type: Limit Notation and Graphs Interactive

One-Sided Limit Type: Limit Notation and Graphs

11th - Higher Ed
A one-sided limit is no less important than a two-sided limit. Young mathematicians use an interactive to match limit notation to graphs. The exercise requires interpreting how one-sided limits connect to features of graphs.
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