Algebra 2 Lesson 2-4: Complex Numbers and Operations

preview_player
Показать описание
We cover the idea of complex and imaginary numbers and how they relate to other number systems. We cover operations of sum/difference and product of complex numbers. We solve quadratic equations using square root method and the use of complex numbers.

Note: There is a mistake in 17:14. It should say 9 - 4(-1) = 9 + 4 = 13.
  1. Math4Fun314
  2. complex numbers
  3. imaginary numbers
  4. math4fun314
Рекомендации по теме
Algebra 2 Lesson 0:31:08

Algebra 2 Lesson 2-4: Complex Numbers and Operations

Complex Numbers and 0:11:09

Complex Numbers and Operations (Lesson 2-4)

EnVision Algebra 2 0:15:59

EnVision Algebra 2 Lesson 2-4: Complex Numbers and Operations - Explore & Reason, Example 1

EnVision Algebra 2 0:09:42

EnVision Algebra 2 Lesson 2-4: Complex Numbers and Operations - Example 2 & 3

EnVision Algebra 2 0:03:46

EnVision Algebra 2 Lesson 2-4: Complex Numbers and Operations - Example 4

EnVision Algebra 2 0:09:33

EnVision Algebra 2 Lesson 2-4: Complex Numbers and Operations - Example 5

EnVision Algebra 2 0:07:32

EnVision Algebra 2 Lesson 2-4: Complex Numbers and Operations - Example 6

Algebra 2 - 0:02:09

Algebra 2 - Multiplying a complex number squared to simplify the expression, (4 - i)^2

AP Calculus AB 0:01:10

AP Calculus AB 1.7 Find the Limit of a Rational Function by Factoring

Algebra 2 - 0:02:53

Algebra 2 - Simplifying complex numbers rational expression (2-4i) / (1+3i)

Algebra 2 4-8 0:01:35

Algebra 2 4-8 Complex Numbers: Problem 6 - Factoring Using Complex Conjugates

Algebra 2 - 0:03:47

Algebra 2 - Simplifying a complex rational expression - Online Tutor 2/(4-5i)

Algebra 2 4-8: 0:15:00

Algebra 2 4-8: Complex Numbers

Lesson 2-3, 2-4 0:33:03

Lesson 2-3, 2-4 (Complex Equations)

Common Core Algebra 0:25:23

Common Core Algebra II.Unit 9.Lesson 2.Complex Numbers (original version)

Example: Complex roots 0:10:15

Example: Complex roots for a quadratic | Algebra II | Khan Academy

Algebra 2 - 0:01:42

Algebra 2 - Using distributive property to help us subtract two complex numbers, (-3+2i) - (4-3i)

HMH Into Algebra 0:22:31

HMH Into Algebra 2 Lesson 2-2 Operations with Complex Numbers part 1

Algebra 2 Lesson 0:57:47

Algebra 2 Lesson 2-4

Algebra 2 Notes 0:18:39

Algebra 2 Notes 2-4 Multiplying Complex Numbers

KutaSoftware: Algebra 2- 0:33:11

KutaSoftware: Algebra 2- Operations With Complex Numbers

Algebra 2 - 0:02:08

Algebra 2 - Tutoring Algebra 2 Subtracting complex numbers (4+6i) - (-1+2i)

Algebra 2 4-8 0:03:20

Algebra 2 4-8 Complex Numbers: Problem 4 - Multiplying Complex Numbers

Algebra 2 - 0:01:48

Algebra 2 - What does multiplying the complex conjugate look like, (3 - 2i)

Комментарии
Автор

At 17:14 the equation 9+6i-6i-4i^2 came up, and when you were simplifying it, since the 6i and -6i become zero, you receive 9+(-4)i^2. When you were simplifying the new equation, I believe that you had mistakenly simplified the equation into 9-4 instead of the negatives cancelling out for the -4 and -1 (caused by the i^2). Is it something I'm not understanding or just a small error?

vamer