Lesson plan
Long-term plan unit: UNIT 1B: Kinematics |
School |
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Date: October2018 |
Teacher name |
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Grade: 10 |
Number present: |
absent:0 |
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Theme of the lesson |
Motion graphs (distance, velocity and acceleration against time). |
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Learning objectives that are achieved at this lesson(Subject Programme reference) |
Ø plot and interpret distance-time, velocity-time and acceleration-time graphs Ø calculate the area under velocity-time graph to work out distance travelled for motion with constant velocity or constant acceleration |
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Lesson objectives |
At the end of the lesson, all students are expected to: Ø plot and interpret motion graphs involving distance, time and speed; and Ø recall Kinematics equation |
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Success criteria |
Plots a graph. Calculate are under the graph. Calculates kinematic quantities. Uses kinematic equations. |
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Language objectives |
Subject-specific vocabulary & terminology: Vocabularies to emphasize: distance, displacement, speed, velocity, acceleration, deceleration |
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Values instilled at the lesson |
Students’ achieve of specific learning objectives, and get a certain amount of knowledge, but also develop the ability to apply their knowledge in solving learning and life problems, |
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Cross-curricular links |
Physics and Mathematics by geometric function. |
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ICT skills |
ICT links: Game Kahoot about kinematics by Personal computer. |
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Previous learning
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Uniform Motion and Uniformly Accelerated Motion |
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Course of the lesson |
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Planned stages of the lesson |
Planned activities at the lesson |
Resources |
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Beginning 1-5
5-8
8-10 |
Organizing time. Checking homework in pairs. · Comparing Motions
Have students describe motions by either looking at pictures, diagrams or watching videos.
*Note: Students need to realize that motions can be described as uniform or accelerating.
· Go over the lesson objectives.
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Middle 10-25
25-30
30-40
40-50
50-70 |
· Teacher Talk
Students will participate in the discussion of the following:
(a) uniform motion (b) uniformly accelerated motion
*Key ideas: -Kinematic equations should be recalled (or retaught). -Gradients of graph should be anlaysed (i.e gradient of distance-time graph is speed. -Area under a velocity-time graph is distance travelled.
*Suggested Activities: - Use Powerpoint for this plan - Exposition of formulas and graphs
· Peer Talk (optional)
Encourage students to qualitatively describe motions of objects based on given graphs.
· Student Workshop
Have students complete past questions on graphing motions.
The teacher observes, checks and evaluates the students. Gives feedback to the students.
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CIE Paper 2 past questions (compiled with schemes)
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End 70-80
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Generalization: Students will be asked if they have achieved the lesson’s objectives. https://create.kahoot.it/details/5f62e364-4b28-43a5-ba9f-98d0451f3526 |
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Differentiation – how do you plan to give more support? How do you plan to challenge the more able learners? |
Assessment – how are you planning to check students’ learning? |
Health and safety regulations |
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Differentiation will arise naturally on the topic about vectors, since the mathematic skills needed are significant. Only the most able learners are expected to solve the tasks on vector components.
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Problems and exercises will be presented throughout the lesson to continuously evaluate learners’ progress |
Health and safety: To do exercisefor the eyes ICT: Learners could be asked to research themselves using a Google
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Reflection
Were the lesson objectives/learning objectives realistic? Did all learners achieve the LO? If not, why? Did my planned differentiation work well? Did I stick to timings? What changes did I make from my plan and why? |
Use the space below to reflect on your lesson. Answer the most relevant questions from the box on the left about your lesson. |
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Summary evaluation
What two things went really well (consider both teaching and learning)? 1: 2: What two things would have improved the lesson (consider both teaching and learning)? 1: 2: What have I learned from this lesson about the class orachievements/difficulties of individuals that will inform my next lesson? |
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