Lesson Activities: Grade 12 Calculus & Vectors
Lesson Activities:
Grade 12 Calculus & Vectors
Calculus and Vectors was one of my favorite courses in high
school because of how many real-world applications there are in this
course. Calculus is important for
students to learn because it is used in a variety of other fields. i.e. it is used in geography, computer
simulations, photography (panoramas), computer games, network visualizations,
astronomy (forces & motion), spread of disease, etc.
I think many students are reluctant to take Calculus &
Vectors because they believe it is much harder than Advanced Functions, however
this is not the case. Half of the course
is for vectors, which does not require any previous knowledge, which allows
students a fresh start. Like all other
math courses, students need to be dedicated to practicing the questions
provided and working hard to solve the problems to succeed in this course.
I really liked Darren’s lesson activity because he demonstrated
real life applications of rate of change, which would help students better
connect and understand the mathematics.
I think the Geogebra visual in this lesson would also help aid in
student understanding of tangent and secant lines. During Darren’s activity, we were instructed
to place the cut-up solution into their correct placements in the provided
charts. I think this would be a great
activity to use because students get to complete it in pairs, which eliminates
any unnecessary anxiety. This activity would help students better understand
the steps required to find the slope of a secant.
During Rachal’s presentation, she talked about how students
generally struggle with the chain rule in calculus. For this reason, I think her analogy to a box
with items inside it was really creative and would be beneficial for
students. When students are shown various ways of
thinking about problems, it helps strengthen their understanding of the math
concept being taught. I think that by
using the box analogy, students will be more likely to remember the chain rule
and how to use it.
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