Learning Objectives: Specific, measurable goals that describe what students will know and be able to do after the lesson.
- Use action verbs (identify, solve, demonstrate)
- Specify the content (subtraction within 20)
- Define the criteria for success
- Ensure objectives align with standards
Learning Objectives:
- Students will be able to solve subtraction problems within 20 with 80% accuracy
- Students will identify the minuend, subtrahend, and difference in subtraction equations
- Students will use multiple strategies (counting back, number line, fact families) to solve subtraction problems
- Students will explain their thinking when solving subtraction problems
SMART Objectives
Specific, Measurable, Achievable, Relevant, Time-bound
Present learning goals to students at the beginning
Ensure all lesson components support the goals
Evaluate whether students met the stated goals
Students demonstrate understanding through practice problems, explanations, and assessments
• Alignment: Objectives must match state standards
• Measurability: Include observable and quantifiable outcomes
• Developmental Appropriateness: Match grade-level expectations
Materials and Resources: Physical and digital items needed to support student learning and engagement.
Required Materials:
- Counters or manipulatives (20 per student)
- Number lines (0-20) for each student
- Whiteboard and markers
- Subtraction worksheets
- Interactive digital tools or apps
- Visual aids and anchor charts
- Timer for activities
- Exit tickets for assessment
Set up manipulatives and visual aids
Ensure technology functions properly
Place materials where students can easily access them
Preparation ensures smooth lesson flow and maximizes learning time
• Accessibility: All materials should be within student reach
• Variety: Include multiple types of materials to address different learning styles
• Quantity: Ensure adequate supplies for all students
Lesson Phases: Structured segments of the lesson that guide student learning from introduction to assessment.
Lesson Structure:
Opening (10 min): Warm-up activity, objective introduction, prior knowledge activation
Guided Practice (20 min): Model strategies, student participation, immediate feedback
Independent Practice (10 min): Individual work, application of skills
Closure (5 min): Review, exit ticket, preview of next lesson
Engage students with warm-up activity and introduce objectives
Model strategies, provide support, give immediate feedback
Students apply skills independently
Review key concepts and assess understanding
Follows gradual release of responsibility model (I do, We do, You do)
• Gradual Release: Progress from teacher modeling to student independence
• Active Engagement: Include opportunities for student participation
• Formative Assessment: Check for understanding throughout the lesson
Lesson Plan: A detailed outline of what the teacher plans to teach in a class session
Subtraction: The operation of taking away one number from another to find the difference
Minuend: The number being subtracted from
Subtrahend: The number being subtracted
Difference: The result of subtraction
Differentiation: Adapting instruction to meet diverse student needs
- Standards Alignment: Ensure objectives align with state standards
- Assessment Integration: Plan formative and summative assessments
- Differentiation: Include modifications for diverse learners
- Engagement Strategies: Plan activities that maintain student interest
- Transitions: Create smooth connections between lesson phases
- Reflection: Plan time for post-lesson evaluation
• Any number minus itself equals zero: n - n = 0
• Any number minus zero equals itself: n - 0 = n
• Subtraction is the inverse of addition: a - b = c means c + b = a
• Fact families: 3 numbers create 4 related facts (e.g., 5, 3, 8 → 5+3=8, 3+5=8, 8-5=3, 8-3=5)
Subtraction: The operation of taking away one number from another to find the difference.
Minuend: The number from which another number is subtracted (the first number in a subtraction problem).
Subtrahend: The number that is subtracted (the second number in a subtraction problem).
Difference: The result of a subtraction problem.
Lesson Plan: A detailed document outlining the teacher's instruction for a class period.
Learning Objective: A specific statement describing what students will know and be able to do after instruction.
Formative Assessment: Ongoing evaluation used to monitor student learning during instruction.
• Identity Property: n - 0 = n (subtracting zero doesn't change the number)
• Zero Property: n - n = 0 (any number minus itself equals zero)
• Inverse Relationship: If a - b = c, then c + b = a
• Order Matters: Subtraction is not commutative (a - b ≠ b - a)
• Subtraction Facts: Know basic facts from 0-20 fluently
- Counting Back: Start with the minuend and count backward by the subtrahend
- Number Line: Move left on a number line from the minuend
- Fact Families: Use related addition facts to solve subtraction
- Think Addition: For 13 - 8, think "8 plus what equals 13?"
- Decompose Numbers: Break apart numbers to make subtraction easier
- Visual Models: Use manipulatives, drawings, or diagrams
- Analyze curriculum standards and learning objectives
- Determine prerequisite skills and knowledge
- Select appropriate teaching strategies and materials
- Design lesson phases with clear timing
- Plan assessment methods and criteria
- Consider differentiation for diverse learners
- Prepare for potential challenges and adjustments
- Reflect on effectiveness after implementation
Learning objectives: Students will solve 5 - 2 = 3 with manipulatives
Materials: 5 counters, worksheet with 5 - 2 problem
Activities: Demonstrate with counters, guided practice, independent work
Assessment: Observe student manipulation of counters
Learning objectives: Students will solve 15 - 7 using multiple strategies
Materials: Number lines, fact family triangles, whiteboards
Activities: Counting back, number line jumps, fact family connections
Assessment: Exit ticket with 15 - 7 and explanation
Learning objectives: Students will solve 18 - 9 and explain their reasoning
Materials: Problem-solving mats, strategy cards, recording sheets
Activities: Strategy selection, peer explanation, error analysis
Assessment: Portfolio of strategy explanations
- Effective lesson plans have clear, measurable objectives
- Materials should support the learning goals
- Lesson structure guides student understanding
- Assessment occurs throughout the lesson
- Differentiation meets diverse learning needs
Formative: Ongoing assessment during instruction to inform teaching
Summative: Evaluation at the end of instruction to measure learning
Diagnostic: Pre-instruction assessment to determine readiness
Peer Assessment: Students evaluate each other's work
- Content: Adjust the material being taught
- Process: Modify how students engage with the material
- Product: Change how students demonstrate their learning
- Environment: Alter the learning setting
• Align with state standards
• Include multiple assessment opportunities
• Plan for diverse learning needs
• Ensure adequate time for each phase
• Include engaging activities
• Students meet learning objectives
• Smooth lesson delivery
• Active student engagement
• Evidence of learning through assessment
Subtraction Fluency: The ability to recall subtraction facts within 20 instantly and accurately.
Universal Design for Learning (UDL): Framework for creating accessible lessons for all learners.
Cooperative Learning: Students working together in small groups toward common goals.
Metacognition: Awareness and understanding of one's own thought processes.
Mathematical Discourse: Communication that helps students reason and make sense of mathematics.
Backward Design: Planning with the end goal in mind.
- Data-Driven Instruction: Use assessment data to inform planning decisions
- Collaborative Planning: Work with colleagues to share expertise
- Technology Integration: Incorporate digital tools strategically
- Cultural Responsiveness: Honor students' diverse backgrounds
- Project-Based Learning: Integrate subtraction into real-world projects
• Commutative Property does NOT apply: a - b ≠ b - a
• Associative Property does NOT apply: (a - b) - c ≠ a - (b - c)
• Compensation Principle: If you add the same amount to both numbers, the difference stays the same
• Connection to Addition: Every subtraction problem can be checked with addition
• Decomposition: Breaking numbers into parts to simplify calculations
Questions & Answers
Question: How detailed should my lesson plans be as a new teacher? Is it better to plan every minute?
Answer: As a new teacher, detailed planning is crucial! Here's what to focus on:
- Be Thorough: Plan activities, transitions, and materials in detail
- Include Timing: Estimate time for each segment but stay flexible
- Anticipate Challenges: Plan responses to common student difficulties
- Prepare Questions: Have guiding questions ready
- Build in Flexibility: Allow for adjustments based on student responses
Over time, you'll internalize the flow and can plan less rigidly. Detailed planning builds confidence and ensures comprehensive coverage of objectives.
Question: How do I handle students who finish activities quickly versus those who need more time?
Answer: Differentiation is key! Plan for varying paces:
- Extension Activities: Prepare challenging problems for early finishers
- Scaffolding: Have additional support ready for struggling students
- Peer Support: Pair students for collaborative learning
- Flexible Groups: Create groups based on current needs
- Choice Boards: Offer multiple activity options
Plan your lesson with multiple pathways so all students can engage meaningfully regardless of their pace.
Question: What should I do if the lesson plan doesn't seem to be working during the lesson?
Answer: Good teachers adapt! Here's how to handle unexpected situations:
- Pause and Assess: Determine why the lesson isn't working
- Check for Understanding: Ask students what they need
- Modify Delivery: Change your approach or pace
- Use Alternative Materials: Switch to different resources
- Focus on Essentials: Prioritize the most important objectives
- Document Changes: Note what worked for future planning
Your primary goal is student learning, so adjust as needed while maintaining safety and engagement.