Master binomial theorem and proof

Instructional Videos + Practice Worksheets
Elevate your calculus teaching with our comprehensive course on binomial expansion, arrangements, selections, and proofs!

One Month Access

$49 US

Explore Binomial Expansion, Arrangements and Selections, and Proofs with expert-led lessons designed to enhance your teaching and engage your students. From finding coefficients to factorial proofs, this course will elevate your calculus instruction. Start your journey to better teaching today!

Course Content
Videos 🎥 + Worksheet ✏️

SECTION 1: BINOMIAL EXPANSION
6 Lessons
- 0.WHY BINOMIAL EXPANSION
  Preview
- 1.INTRODUCING BINOMIAL EXPANSION
  Preview
- 2.USING GRAPHICS CALCULATOR TO FIND COEFFICIENTS
  Start
- 3.BINOMIAL EXPANSION WITH NATURAL POWERS
  Start
- 4.FINDING CERTAIN TERMS OF OUR EXPANSION
  Start
- 5.BINOMIAL EXPANSION WITH INTEGER POWERS
  Start
SECTION 2: ARRANGEMENTS AND SELECTIONS
6 Lessons
- 0.WHY ARRANGEMENTS AND SELECTIONS
  Preview
- 1.ARRANGEMENTS AND FACTORIALS
  Start
- 2.FACTORIALS AND PERMUTATIONS
  Start
- 3.COMBINATIONS
  Start
- 4.LINKING COMBINATIONS AND BINOMIAL COEFFICIENTS
  Start
- 5.PROOF OF COMBINATIONS PROPERTY
  Start
SECTIONS 3: PROOFS
10 Lessons
- 0.WHY PROOFS
  Preview
- 1.DEDUCTIVE PROOFS
  Start
- 2.DISPROVING BY COUNTEREXAMPLE
  Start
- 3.PROVING BY CONTRADICTION
  Start
- 4.PROVING BY INDUCTION
  Start
- 5.FACTORIAL PROOF BY INDUCTION
  Start
- 6.DIVISIBILITY PROOF BY INDUCTION
  Start
- 7.DERIVATIVE PROOF BY INDUCTION
  Start
- 8.PROOF OF SUMS BY INDUCTION
  Start
- 9.PROOF OF BINOMIAL THEOREM BY INDUCTION
  Start

One Month Access

$49 US

"I enjoyed the structure of the questions and answers, and the quantity of questions that were available in order to practise the skills that I attained. I gained an understanding of algebra and calculus from a different angle than ways that I have been taught by previous teachers. Anyone who is looking to achieve in algebra and calculus and cannot attend school for any reason should definitely enroll in this course"

Q. C. - Year 12 Student

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