Triângulo de Pascal
Os alunos aprenderão sobre número binomial, construção do triângulo de Pascal, as principais propriedades do triângulo de Pascal e farão testes sobre o assunto. Idioma português do Brasil.
1
Lessons
20
Questions
Sample Flashcards from This Course
Here's a preview of what you'll learn:
Q1: Pascal's Rule states that each interior entry in the triangle equals the sum of the two entries directly above it. If you know that $C(6, 2) = 15$ and $C(6, 3) = 20$, what is $C(7, 3)$ without using the factorial formula?
Q2: You apply the factorial formula to compute $C(5, 0)$ but accidentally treat $0!$ as equal to $0$ instead of $1$. What goes wrong with the computation?
Q3: Match each binomial coefficient concept to the property or value it directly explains:
Q4: To expand $(x + y)^5$, a student reads Row 5 of Pascal's Triangle: $1, 5, 10, 10, 5, 1$. They correctly write the first two terms as $x^5 + 5x^4y$. What should the third term be?
Q5: Fill in the blank: A room contains 6 people. The number of possible handshake pairs equals the entry at row 6, position {{1}} of Pascal's Triangle.
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