Free 8th Grade Write A Lesson Plan About Second Degree Equations Lesson Plan (Math)

Topic: Write a lesson plan About Second Degree Equations

Objectives & Outcomes

  • Students will be able to identify and write equations of second-degree polynomials.
  • Students will be able to solve second-degree equations using substitution and elimination methods.

Materials

  • Whiteboard and markers
  • Handouts with examples of second-degree equations and their solutions

Warm-up

  • Review basic concepts of algebra, such as variables, constants, operators, and exponents.
  • Write a few algebraic equations on the board and have students solve them verbally.

Direct Instruction

  • Introduce the concept of second-degree equations and their solutions.
  • Define the variables in a second-degree equation and explain how to solve for them.
  • Use the quadratic formula to solve for the roots of a second-degree equation.
  • Discuss the properties of quadratic equations, such as the fact that they are always positive or negative, and that they can be factorized into (x-root)(x+root).

Guided Practice

  • Have students work in pairs to solve a set of second-degree equations using the method from the direct instruction.
  • Check their work for correctness.

Independent Practice

  • Have students work on a project-based activity where they solve a set of second-degree equations using a different method than the one taught in the direct instruction.
  • They should explain their reasoning and show their work to demonstrate understanding.

Closure

  • Review the key concepts and skills learned in the lesson.
  • Ask students to share their solutions to the project-based activity and explain their reasoning.

Assessment

  • Observe students during the guided practice and independent practice activities to assess their understanding of solving second-degree equations.
  • Collect and review their solutions to the second-degree equation worksheet to assess their ability to apply their understanding of solving second-degree equations in a real-world context.

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