Explore essential problem-solving techniques in this comprehensive lecture, focusing on geometry, trigonometry, and probability. Learn nine key principles to enhance your mathematical reasoning skills, illustrated through practical examples and interactive questions. Dive into topics such as the inscribed angle theorem, floor functions, alternating series sums, and probability graphs using Desmos. Engage with Python programming for probability problems and discover the artistic potential of mathematical expressions in Desmos. Benefit from expert tips, audience interactions, and a structured approach to tackling complex mathematical challenges.
Overview
Syllabus
, there should be a dx in the integral.
, if you notice the mistake here and are inclined to complain, keep watching.
9-Problem Solving Principles/Tip .
Question 1 (Probability).
Who is Ben Eater? .
Inscribed angle theorem, θL=2*θs.
Tip-1.
Tip-2.
Question 2.
Answer 2 .
Tip-3.
Tip-4.
Question 3.
Answer 3 (Marked incorrectly, Answer: Option D) .
Answer 1.
Explanation for Q1, Floor function.
Tip-5.
Tip-6.
Question 4.
Answer 4.
Question 5.
Answer 5.
Probability graph in Desmos .
Revisiting an alternating series sum for ln(2).
Tip-7.
Tip-8.
Audience questions through tweets.
Tip-9.
Python programming for various probability question.
Arts created using Desmos graph tool with mathematical expressions.
Thank you, appreciation to the team and all. .
Taught by
3Blue1Brown
