7th Grade Lesson Plans

Objectives

• Use inverse operations to solve two-step equations of the form ax + b = c.
• Check solutions by substituting back into the original equation.
• Write and solve two-step equations from word problems.

Materials

• Algebra tiles or balance scale model
• Two-step equation practice worksheet
• Mini whiteboards or scratch paper
• Colored markers

Procedure

1. Balance Scale Hook (8 min): Draw a balance scale. "If 2x + 3 = 11, what does x equal?" Model keeping both sides equal while isolating the variable. Connect to the idea: "whatever you do to one side, do to the other."
2. Algebra Tiles / Visual (12 min): Use algebra tiles to model 3x + 2 = 14. Remove the constant, then divide tiles into equal groups. Students connect the visual to symbolic steps.
3. Guided Practice (15 min): Work through 4 problems together: 2x + 5 = 13; 4x − 3 = 9; x/2 + 6 = 10; 3x + 7 = 1. Show all steps, check by substitution.
4. Whiteboard Practice (10 min): Teacher calls out equations; students solve on whiteboards and hold up answers. Quick formative check — address misconceptions immediately.
5. Word Problems (12 min): Students write and solve equations for 2 word problems (e.g., "Mia earns $8/hr plus a $5 tip. She made $37 total. How many hours did she work?").
6. Exit Ticket (3 min): Solve 5x − 4 = 16 and verify your solution.

Assessment

Use whiteboard practice as a real-time formative check. Review exit tickets for correct procedure and verification step.

Objectives

• Identify at least four body systems and the organs associated with each.
• Explain how two or more body systems interact to carry out a life function.
• Analyze a scenario and identify which body systems are involved.

Materials

• Body system diagram cards (skeletal, muscular, circulatory, respiratory, digestive, nervous)
• Body system interaction chart
• Scenario cards (teacher-made)
• Science journals

Procedure

1. Quick Activity (8 min): Students do 20 jumping jacks, then immediately feel their pulse and breathing rate. "What just changed in your body? Which systems responded?"
2. System Overview (15 min): Brief review of 6 body systems using diagram cards. Students match organs to systems. Focus: each system has a function, but they don't work alone.
3. Interaction Focus (12 min): Model one interaction: circulatory + respiratory. The respiratory system brings in O₂; the circulatory system transports it. Walk through what happens step-by-step during the jumping jacks.
4. Scenario Cards (15 min): Small groups receive a scenario card (e.g., "You eat a sandwich and go for a run"). Groups identify all body systems involved and explain each system's role in 2–3 sentences.
5. Group Share (7 min): Each group shares their scenario analysis. Class adds detail or corrections.
6. Exit Ticket (3 min): "Name two body systems that work together and explain how they interact."

Assessment

Evaluate scenario responses for accurate identification of systems and clear explanation of interaction. Exit tickets check individual understanding beyond the group activity.

Objectives

• Define theme as a universal message about life, distinct from the topic or plot summary.
• Identify evidence from the text that supports an identified theme.
• Write a theme statement and a paragraph using the TEA structure (Topic, Evidence, Analysis).

Materials

• Short story or fable text (teacher-selected — 1–2 pages)
• TEA paragraph graphic organizer
• Highlighters
• Writing journals

Procedure

1. Theme vs. Topic (8 min): Present: Topic = "friendship." Theme = "True friendship requires sacrifice." Ask students to convert three topics into theme statements. Reinforce: themes are statements about life, not one-word labels.
2. Read the Text (10 min): Students read the short story independently. Underline moments that feel important to the story's message.
3. Class Analysis (12 min): Discuss: "What is this story really saying?" Build toward a theme statement together. Highlight 2–3 pieces of textual evidence that support it.
4. TEA Structure (8 min): Introduce the TEA paragraph: Topic sentence (restates theme), Evidence (direct quote or paraphrase), Analysis (explain how the evidence proves the theme). Model one example together.
5. Independent Writing (18 min): Students write their own TEA paragraph using the graphic organizer, then their journal. Must include at least one properly introduced quote or paraphrase.
6. Exit Ticket (4 min): In one sentence, state the theme of the story and one word from the text that supports it.

Assessment

Review TEA paragraphs for a clear theme statement, properly introduced evidence, and a meaningful analysis sentence that connects evidence to theme.

Objectives

• Identify the major causes of the Civil War including slavery, states' rights, and sectionalism.
• Analyze a primary source (speech or document excerpt) for its historical perspective.
• Evaluate the short- and long-term consequences of the Civil War and Reconstruction.

Materials

• Causes of the Civil War T-chart graphic organizer (North vs. South)
• Primary source: excerpt from Lincoln's Second Inaugural Address or the Emancipation Proclamation (simplified)
• Timeline: 1850–1877
• Informational article (teacher-selected)

Procedure

1. Context Setting (8 min): Show a map of the US in 1860 — free states vs. slave states. Ask: "What tensions do you see in this map?" Introduce the concept of sectionalism.
2. Causes Article (15 min): Students read the article and complete a T-chart comparing Northern and Southern perspectives on slavery, economics, and states' rights.
3. Primary Source Analysis (12 min): Read the primary source excerpt together. Use SOAPS: Speaker, Occasion, Audience, Purpose, Subject. What does the author reveal about the stakes of the conflict?
4. Timeline Review (8 min): Walk through the timeline together — key battles, Emancipation Proclamation, Reconstruction amendments (13th, 14th, 15th).
5. Consequences Discussion (12 min): "Was Reconstruction successful? What changed, and what stayed the same?" Students write a 4-sentence response: 2 short-term consequences, 2 long-term consequences.
6. Exit Ticket (5 min): "What do you think was the most important cause of the Civil War and why? Give one piece of evidence."

Assessment

Review T-charts for accurate comparison. Evaluate consequences responses for historical specificity. Exit tickets assess students' ability to take and support a historical position.

Objectives

• Determine whether a relationship is proportional using tables, graphs, and equations.
• Identify the constant of proportionality (unit rate) in a table, graph, and equation.
• Write an equation y = kx for a proportional relationship and interpret k in context.

Materials

• Graph paper or coordinate plane worksheets
• Proportional vs. non-proportional relationship card sort
• Rulers
• Practice worksheet

Procedure

1. Real-World Launch (8 min): "A car travels at 60 mph. Fill in this table: 1 hr → 60 mi, 2 hr → ?, 3 hr → ?..." Students complete the table, graph the points, and observe: straight line through the origin.
2. Define Proportional (10 min): A relationship is proportional if: (1) the ratio y/x is constant, and (2) the graph passes through (0,0). Test the car example. Introduce k = constant of proportionality.
3. Card Sort (15 min): Pairs receive 8 cards (tables, graphs, equations) and sort into "proportional" and "not proportional." Justify each sort decision in one phrase.
4. Writing Equations (12 min): Guided practice: given a table, find k, write y = kx. Given a graph, identify k from the slope, write the equation. Given a word problem, identify what x and y represent and write the equation.
5. Interpret in Context (10 min): "y = 2.5x, where y = dollars and x = pounds of apples. What does 2.5 mean in this situation?" Students practice interpreting k for three scenarios.
6. Exit Ticket (5 min): Is the relationship y = 3x proportional? How do you know? What is the constant of proportionality?

Assessment

Review card sort justifications for correct reasoning. Evaluate equation-writing work for correct identification of k and accurate equations. Exit tickets check conceptual understanding of proportionality.