Background & Models
Description:This collection includes the rational for the framework of the ACE Lesson Plan template, as well as three model lessons that were created using the template.
Last Updated:Jan-20-2009
Subject(s):- Mathematics
- Science
- Grades 3-5 / Ages 8-10
- Grades 6-8 / Ages 11-13
- ...
- Asset: Reference
-
- Contributed By: Alliance for Catholic Education (ACE)
ACE Lesson Plan Rationale
Description:This is a description of why the ACE Lesson Plan Template uses a table format.
Last Updated:Oct-21-2008
Subject(s):- Career & Technical Education
- Education
- Professional Development
- Other
- Other
The Great Toothpick Hunt
Description:A lesson plan for fourth grade science, the fifth lesson in a unit on animals and their basic needs
Last Updated:Oct-31-2008
Subject(s):- Mathematics
- Science
- Grades 3-5 / Ages 8-10
- Curriculum: Lesson Plan
Number of Days: 2 Days
Prior Knowledge: Students will be able to distinguish between different colors; distinguish between predators and prey.
Lesson Objective: Students will be able to explain how camouflage helps animals survive.
Lesson Assessment: Bar graph of Toothpick Hunt Activity
Benchmark or Standards: Science: 4.1.8 Math: 4.3.3
Materials Needed: Colored toothpicks, brown paper bags, markers/crayons, chart paper, rulers
Enrichment: Allow student to write creative story about the camouflaged pencil from the perspective of the pencil, explaining how it was able to hide from view.
Accommodations: 1. Allow student with poor visual acuity to search for toothpicks with a buddy. 2. Allow visual learners to draw picture of camouflaged pencil while partner writes the plan.
Procedures:
| Time | Learning Task | Method or Procedure |
|---|---|---|
| DAY 1 | ||
| 3 min | Hangman: Predator | Anticipatory Set (Linguistic Intelligence) |
| 5 min | Explain instructions; ask for students to tell me instructions in own words to check for understanding. | Whole Class |
| 10 min | Activity: "The Great Toothpick Hunt." Students will go outside and search for colored toothpicks in the grass. Imagine that they are the predators and the toothpicks are their prey. They will pick up as many as they can in 30 seconds. | Activity (Bodily-Kinesthetic/Naturalist Intelligences, "Being There" experience) |
| 10 min | Each student will count number of toothpicks of each color picked up and record in chart. | Individual Seat Work (Spatial/Logical Intelligence) |
| 20 min | Each student will graph results in a bar graph format. (Use markers to draw graph on a large piece of butcher paper hung on wall. Color of bar should match color of toothpick.) | Individual Seat Work (Math Integration/Logical/Mathematical Intelligence) |
| DAY 2 | ||
| 10 min | Discuss results. Which colors toothpicks were easiest to find? Which were more difficult to find? How do these colors compare with the color of the grass? | Class Discussion |
| 15 min | Introduce concept of "camouflage." Present challenge: Now you know how a toothpick can be camouflaged in the grass. How would you camouflage a pencil in this classroom? | Teacher Led |
| 20 min | Assign pairs to design plan for camouflaging a pencil in classroom. | Paired work (Interpersonal Intelligence/Linguistic Intelligence) |
| Homework | Finish pencil camouflage plan |
What Worked Well: After executing the lesson in the classroom, edit the wiki resource to highlight particularly effective activities or assessments for reference in future years.
Physical Properties
Description:A lesson plan for sixth grade science, the first lesson in a unit on physical and chemical properties of substances
Last Updated:Oct-31-2008
Subject(s):- Science
- Grades 6-8 / Ages 11-13
- Curriculum: Lesson Plan
Number of Days: 3 days
Prior Knowledge: Students will be able to write qualitative and quantitative observations, make basic measurements of length, volume and mass.
Lesson Objective: Students will be able to articulate observations of the physical properties of matter (except density).
Lesson Assessment: Whiteboard quizzes, exit card, quiz.
Background or Standards: TEKS 6.2 A-D, 6.7B, 6.8A
Materials Needed: Bucket of water, cup with crumpled piece of paper inside, balloon, triple beam balance, graphic organizer (double-sided), beakers of colored vinegar, petri dishes of sugar; piece of aluminum, piece of glass; warm water, styrofoam cups, plastic cups, metal cups, thermometers; water, milk, oil, strawberry drink mix, iron fillings.
Enrichment: Students can be challenged to explain whether air is matter, based on the definition of matter explored in class.
Accommodations: For student with auditory challenges, will provide written version of what is spoken by teacher in class.
Anticipated Problems: Difficulty grasping the more abstract properties of conductivity and malleability; management & safety issues when students work in pairs with graduated cylinders.
Procedures:
| Time | Learning Task | Method or Procedure |
|---|---|---|
| DAY 1 | What is matter? | |
| 10 | Assess/Activate prior knowledge about matter: What do you have in common with a toaster, a cloud and a bowl of soup? | Bellwork, class discussion |
| 10 | Explain that matter is anything that takes up space/has volume | Teacher-led demo of submerging an overturned cup in water, followed by questioning. What did you observe? Why didn't the paper get wet? What was in the way of the water coming into the cup? What could we change to make the water go into the dup next time? |
| 10 | Explain that matter has mass, and synthesize both properties of matter to conclude that matter includes things we can AND cannot see with the naked eye. | Teacher-led demo of measuring the mass of a balloon with and without air inside, followed by questioning. How were the masses different? What added the extra mass? What does this tell us about air? Is all matter visible with the naked eye? Why or why not? (Leave this question on the table until we talk about states in several days.) |
| 10 | Give examples of matter, and describe how each has both mass and volume. | Model, guided practice via completing graphic organizer first on overhead, then individually in class. |
| 5 | Assess/close: How do you know if something is matter? | Whiteboard quiz |
| Homework | Complete graphic organizer with list of matter examples. | |
| DAY 2 | How do we describe matter? (Physically) | |
| 10 | Answer: What makes you different from a toaster, a cloud and a bowl of soup? | Bellwork, class discussion, review/check HW |
| 7 | Define physical property, then list basic physical property categories (color, volume, odor, texture, state). | Inquiry-based discussion. What is a property? What does "physical" mean? What are some major ways that certain matter is different from other matter? |
| 23 | Practice identifying these physical properties of matter. | First model with an apple as a class, then practice in pairs with a beaker of colored vinegar and a petri dish of sugar. |
| 5 | Assess/close: What is a physical property? List three physical properties of milk. | Exit card |
| DAY 3 | How do scientists describe matter even more specifically? | |
| 7 | Review basic physical properties. Answer: List at least three physical properties of a piece of aluminum (thicker than foil). | Bellwork, class discussion |
| 8 | Identify the need for other physical properties by comparing our list of aluminum's physical properties to that of glass. | Inquiry-based discussion. What are some physical properties of glass? Are these two pieces of matter identical? (No.) But don't they have the same color, state, volume and odor? Then what is different about them? |
| 7 | List and describe four more categories of physical properties that differentiate various types of matter (thermal conductivity, solubility, ductility, malleability). | Guided notes, using graphic organizer. |
| 20 | Explore thermal conductivity and solubility (explain that ductility and malleability are difficult to demonstrate in the classroom). | Lab exploration as class/in pairs: compare the thermal conductivity of styrofoam, plastic and metal as class; compare the solubility of drink powder, iron filings, milk and oil in water in pairs. |
| 3 | Assess/close: List at least 6 physical properties of aluminum. | Whiteboard quiz |
| Homework | Look around your house, and give one example of each of the following: A good conductor, a poor conductor, a substance that is soluble in water, a substance that is insoluble in water. |
What Worked Well: After executing the lesson in the classroom, edit the wiki resource to highlight particularly effective activities or assessments for reference in future years.
Box & Whisker Plots
Description:A lesson plan for high school statistics course, the third lesson in a unit on averages and variation
Last Updated:Nov-20-2008
Subject(s):- Mathematics
- Grades 9-10 / Ages 14-16
- Grades 11-12 / Ages 16-18
- Curriculum: Lesson Plan
Number of Days: 4 days
Prior Knowledge: Students will be able to apply procedure to calculate medians.
Lesson Objective: Students will be able to analyze data sets using box & whisker plots.
Lesson Assessment: Given dataset on LSU scores in 2005 and 2006 season, find 5 number summary; represent in box and whisker plot; and compare/contrast results; create 7-item dataset with Q1=80, median=88, max=100.
Benchmark or Standards: PS 1.1, 1.2
Materials Needed: Handouts: LSU/ND football scores from 2006 season; Box and Whisker plot calculator guide; iPod dataset
Enrichment: Students bring in another real-world dataset (besides football scores) they think could benefit from analysis using a box and whisker plot
Accommodations: Input: present information about boxplot first lection before viewing with calculator (so the students know what they are looking at)
Anticipated Problems: Confusion about different sized sections on the box and whisker plot each representing 25% of the data
Procedures:
| Time | Learning Task | Method or Procedure |
|---|---|---|
| DAY 1 | ||
| 3 | Friday prayer rotation: student-led prayer | |
| 7 | Reading check: 3 question quiz on reading | |
| 10 | Define percentile vs. quartile | Direct instruction: Percentile: the pth percentile is a value such that p% of the data falls at or below theat value (so (100-p)% falls above it) Quartiles: percentiles that split the data into 4 equal parts; Q1 = 25th percentile, Q2 = 50th percentile (median), Q3 = 75th percentile |
| 10 | Determin procedure for finding quartiles | Lead large group discussion: how did we split the data into 2 equal parts with median? how can we adapt this to split into 4 equal parts? |
| 10 | Practice procedure for finding quartiles using dataset | Formative assessment: ask students for steps as we work with this dataset |
| DAY 2 | ||
| 2 | Prayer | |
| 2 | Distribute handouts: LSU football scores from 2006 season; box and whisker calculator guide | |
| 30 | Pair work: Generate 5 number summary and corresponding box and whisker pltos using calculator | Monitor pair work |
| 16 | Discuss box and whisker plots and how we can compare datasets using these graphical displays | Lead large group discussion |
| Homework | Sketch box and whisker plot given datasets (3 problems); create a 7-item dataset with the following statistics: Min=70, Med=80, Q3=85 | |
| DAY 3 | ||
| 2 | Prayer | |
| 10 | BW: Create box and whisker plot for ND scores for 2006 season. | Lead group discussion: compare to box and whisker plot of LSU scores; which team had a better season [roughly the same median, but can talk about min/max and quartiles to compare] |
| 10 | Discuss HW questions | Post HW solutions |
| 28 | Summative assessment: Given dataset on LSU scores in 2005 and 2006 season, find 5 number summary; represent in box and whisker plot; and compare/contrast results; create 7-item dataset with Q1=80, median=88, max=100. | Individual and independent student work |
| DAY 4 | ||
| 5 | Prayer: music! | |
| 1 | Distribute iPod dataset (iPod sales each quarter since 2002) | |
| 14 | Pair work: generate box and whisker plot | Monitor pair work: pay close attention to how the students are dealing with the large numbers; suggest that they record 125,000 as 125, etc. (start discussing outliers, time permitting) |
| 10 | Generate box and whisker plot | Lead large group discussion |
| 20 | Review LP2 and LP3 quiz and discuss structure of test | Lead large group discussion |
| Homework | Study for test |
What Worked Well: Using the LSU football score dataset
Unit Cover Page
Description:Unit cover page for Averages & Variation unit.
Last Updated:Apr-23-2009
Subject(s):- Mathematics
- Mathematics > Data Analysis & Probability
- ...
- Grades 11-12 / Ages 16-18
- Curriculum: Unit
2 Estimated Duration:
20 days
Unit Rationale:
This unit establishes standard statistics used throughout the course, building on the students' prior knowledge of averages. Real-world data sets and graphical representations of the data (including box-and-whisker plots) are incorporated throughout the unit. In addition to pencil and paper calculations, the calculator and computer are heavily utilized to analyze data sets numerically and graphically. Students are challenged to answer questions including "Why are descriptive statistics needed at all?" and "Why can't averages alone be used to describe data?" (Understanding Basic Statistics, 3e, Brase&Brase: Ch. 3.1, 3.2, 3.3)
Unit Goal:
SWBAT analyze data sets using measures of central tendency and measures of variation.
Prior Knowledge:
SWBAT apply arithmetic skills with sums, squares, and square roots.
Unit Assessment:
Analyze the Titanic dataset (taken from http://biostat.mc.vanderbilt.edu/twiki/bin/view/Main/DataSets) in order to determine whether or not the philosophy "women and children first" was actually followed when boarding the lifeboats. Lesson Plans:
| Lesson Number | Number of Days | Lesson Objective | Lesson Assessment | Benchmark or Standards |
|---|---|---|---|---|
| LP1 | 3 | Acquring & Integrating LPs SWBAT analyze data sets using measures of central tendency (mean, median, mode). | Given dataset on length of commute to school, calculate mean, median, and mode and explain these computations; explain what it means for an average to be resistant; create 5-item dataset with mode 86, median 88, and mean 90. | Indiana PS 1.1 |
| LP2 | 3 | SWBAT analyze data sets using measures of variation (variance, standard deviation). | Compare two datasets of test scores using measures of variation; construct a dataset with std dev 0. | PS 1.1 |
| LP3 | 4 | SWBAT analyze data sets using box & whisker plots. | Given dataset on LSU scores in 2005 and 2006 season, find 5 number summary; represent in box and whisker plot; and compare/contrast results; create 7-item dataset with Q1=80, median=88, max=100. | PS 1.1, 1.2 |
| 1 | Traditional Test | 10 multiple choice questions (without calculator); 1 short answer (with calculator); 1 error analysis calculating standard deviation (with calculator). | PS 1.1 | |
| LP4 | 2 | Extending & Refining LPs SWBAT analyze the effect of outliers on measures of central tendency and measures of variation. | Given datset on LSU scores, construct box and whisker plot with and without outliers; compute trimmed mean. | PS 1.1, 1.2 |
| LP5 | 2 | SWBAT analyze measures of central tendency and measures of variation using Minitab (or some other statistical software program). | Generate descriptive statistics and boxplots for two datasets using Minitab and then explain these results; explain why using a computer is/is not helpful in statistical analysis. | PS 1.1, 1.2 |
| LP6 | 4 | Using Knowledge Meaningfully LP SWBAT apply measures of central tendency and measures of variation to real-world data. | Analyze the Titanic dataset (taken from http://biostat.mc.vanderbilt.edu/twiki/bin/view/Main/DataSets) in order to determine whether or not the philosophy "women and children first" was actually followed when boarding the lifeboats. | PS 1.1, 1.2 |
| 1 | Performance Assessment | Part I: The family of a 14 year-old third class passenger, Miss Fortune, who died in the sinking of the Titanic decides to sue the Harland & Wolf ship-building company. The family claims that women and children were not given a fair chance to board the already-scarce lifeboats. Select the role of family member of Miss Fortune or representative from Harland & Wolf. Based on this role, make your case for or against the claim that the “women and children first” philosophy was followed onboard the Titanic. Part II: analyze additional graphs/data from the Titanic dataset | PS 1.1, 1.2 | |
Unit Cover Page (wiki format)
Description:Unit cover page for Normal Distributions unit.
Last Updated:Jan-06-2009
Subject(s):- Mathematics
- Mathematics > Data Analysis & Probability
- ...
- Grades 11-12 / Ages 16-18
- Curriculum: Unit
6 Estimated Duration:
19 days
Unit Rationale:
The second semester of Prob/Stats focuses on probability distributions and inferential statistics, so it is natural that it begins with the normal probability distribution. This is the most common distribution curve and the distribution that is often familiar to students under the 'bell-curve' title. The students are prompted to ask and answer questions like "What are the characteristics of a normal curve?", "Given a normal distribution, how are probabilities/areas calculated?", "Do normal curves appear in real-world data?" [yes!]. This unit establishes the basis for the next unit on the Central Limit Theorem (which demonstrates the true power and versatility of the normal distribution curve). The skills used to analyze the normal distribution in this unit could also be extended in a future stats class to other types of distributions. (Understanding Basic Statistics, 3e, Brase&Brase: Ch. 7.1, 7.2, 7.3)
Unit Goal:
SWBAT analyze normal and standardized normal distributions.
Prior Knowledge:
SWBAT calculate population mean (expected value) and standard deviation.
Unit Assessment:
Analyze the normal distribution of ACT scores in Louisiana and USA. Lesson Plans:
| Lesson Number | Number of Days | Lesson Objective | Lesson Assessment | Benchmark or Standards |
|---|---|---|---|---|
| LP1 | 3 | Acquring & Integrating LPs SWBAT describe properties of normal distributions (e.g. mean, standard deviation, and empirical rule). | Quiz: Estimate probability based on empirical rule (1 problem calculating, 1 problem describing); sketch normal curves given mean and standard deviation (2 problems); describe properties of normal distribution (1 problem). | Indiana PS 1.1, 2.7, 2.8, 3.1 |
| LP2 | 4 | SWBAT calculate areas under standard normal curve using z-values. | Quiz: Sketch and calculate areas under standard normal curve using z-values (3 problems). | PS 1.1, 2.7, 2.8, 3.1 |
| LP3 | 3 | SWBAT analyze normal distribution by converting to standard normal distribution. | Quiz: Convert x-intervals to z-intervals (2 problems); sketch areas under standard normal curve and find specified areas (2 problems). | PS 1.1, 2.7, 2.8, 2.10 |
| 1 | Traditional Test | |||
| LP4 | 2 | Extending & Refining LPs: SWBAT analyze Consumer Reports info on sunscreen products based on normal distributions. | Quiz: Determine whether a third product is superior to the two products analyzed in class. | PS 1.1, 2.7, 2.8, 2.10 |
| LP5 | 2 | SWBAT analyze medical lab test results based on normal distribution of values in healthy adults. | Quiz: Analyze lab results from a new patient using normal distribution of values. | PS 1.1, 2.7, 2.8, 2.10 |
| LP6 | 2 | Using Knowledge Meaningfully LP SWBAT apply inverse normal distribution (look up area and find corresponding z value) to analyze test scores. | Analyze the normal distribution of ACT scores in Louisiana and USA. | PS 1.1, 2.7, 2.8 |
| 1 | Performance Assessment | Part I: Write two multiple choice questions (with at least 4 answer choices each) based on the LP6 class work on the ACT score distribution. Each question should include detailed math and explanation for the correct answer. It should also include an explanation of the common mistakes that were made to generate the other incorrect answer choices. Part II: Perform a similar analysis of national SAT scores in math section and critical reading section. | PS 1.1, 2.7, 2.8, 3.1 | |
Unit Cover Page (wiki format)
Description:Contains the unit cover page and complete lesson plans for high school biology unit on plants. In Microsoft Excel format, organized by tabs at the bottom of the workbook.
Last Updated:Jan-20-2009
Subject(s):- Science
- Science > Biology
- ...
- Grades 9-10 / Ages 14-16
- Curriculum: Unit
7 Estimated Duration:
18 days
Unit Rationale:
This unit occurs after a parallel unit on the structure and function of animals and their component parts. Since students tend to be more interested in and knowledgeable about animals, the course introduces to students some of the vocabulary and scientific process skills of labs within the context of the more familiar animal kingdom. The unit also provides an important knowledge base for the next unit on evolution, allowing students to draw on declarative knowledge in both the plant and animal kingdoms in order to understand varied examples of natural selection and broader evolutionary trends over geologic time. The unit addresses the following NSTA high school standards: Evolution: Biological classifications are based on how organisms are related. Organisms are classified into a hierarchy of groups and subgroups based on similarities which reflect their relationships. Cells: Cells have particular structures that underlie their functions. Cells carry out such functions as energy production, transport of molecules, waste disposal, synthesis of new molecules, and storage. Cells: Plant cells contain chloroplasts, the site of photosynthesis. Plants use solar energy to combine molecules of carbon dioxide and water into complex, energy rich organic compounds, and release oxygen into the environment. This process of photosynthesis provides a vital connection between the sun and the energy needs of living systems. Matter, Energy, and Organization: The complexity and organization of organisms accommodates the need for obtaining, transforming, transporting, releasing, and eliminating the matter and energy used to sustain the organism. Behavior: Organisms have behavioral responses to internal changes and to external stimuli. Reponses to external stimuli can result from environmental changes. Plants also respond to stimuli; Specialized cells can detect light, sound, and specific chemicals, and enable living things to monitor what is going on in the world around them. Physiology: Students know hormones provide internal feedback at the cellular level, and in whole organisms. Ecology: Students know how to analyze changes in an ecosystem resulting from changes in climate and human activity.
Unit Goal:
SWBAT compare and contrast the structure and function of different plants and plant parts with respect to a plant's environment.
Prior Knowledge:
SWBAT make and test a hypothesis.
Unit Assessment:
SWBAT analyze the effects of acid rain on the growth and development of different types of plants and their component parts. Lesson Plans:
| Lesson Number | Number of Days | Lesson Objective | Lesson Assessment | Benchmark or Standards |
|---|---|---|---|---|
| LP1 | 3 | Acquring & Integrating LPs SWBAT classify plants as seedless and seed plants. | Quiz | NSTA evolution |
| LP2 | 2 | SWBAT classify plants as monocots and dicots. | Quiz, exit card | NSTA evolution; matter, energy & organization; cells. |
| LP3 | 2 | SWBAT compare and contrast the structure and function of different plant tissues. | Quiz, exit card | NSTA evolution; cells; matter, energy & organization. |
| LP4 | 3 | SWBAT diagram the flow of nutrients and water among roots, stems, and leaves | Quiz, test | NSTA cells; matter, energy & organization; behavior. |
| 1 | Traditional test | |||
| LP5 | 2 | Extending & Refining LPs SWBAT explain how plant hormones lead to plant tropisms. | Quiz | NSTA cells; behavior; physiology. |
| LP6 | 2 | SWBAT diagram the development of a seed, including the hormones that cause development. | Exit card | NSTA cells; matter, energy & organization; behavior; physiology. |
| LP7 | 3 | Using Knowledge Meaningfully LP SWBAT analyze the effects of acid rain on the growth development of different types of plants and their component parts. (Performance Assessment) | PA | NSTA evolution; matter, energy & organization; behavior; cells; physiology; ecology. |

