4.6 sqr rts with complex numbers

566 views

Published on

Published in: Technology, Business
0 Comments
0 Likes
Statistics
Notes
  • Be the first to comment

  • Be the first to like this

No Downloads
Views
Total views
566
On SlideShare
0
From Embeds
0
Number of Embeds
23
Actions
Shares
0
Downloads
9
Comments
0
Likes
0
Embeds 0
No embeds

No notes for slide

4.6 sqr rts with complex numbers

  1. 1. Imaginary Numbers 4.6 Solve by finding Square Roots (with Complex Numbers)
  2. 2. Evaluate 9
  3. 3. A new kind of number…  Evaluate the square root of a negative number  Imaginary number – 1i  
  4. 4. Evaluate 9 1 9  9i 3i 3i
  5. 5. Evaluate 18 1 18  18i 9 2i  3 2i
  6. 6. Solve the equation 2 25x   2 25x    25x i  5x i 
  7. 7. Solve the equation 2 52x   2 52x    52x i  2 13x i 
  8. 8. Solve the equation 2 17 5x   2 12x    12x i  2 3x i  2 12x  
  9. 9. Solve the equation 2 3 5 40x    2 15x    15x i  2 3 45x   2 15x  
  10. 10. Solve the equation   2 6 3 42x     2 3 7x     3 7x i     2 3 7x    3 7x i  
  11. 11. Complex Number  Complex means: Consisting of more than one type of “thing”  Therefore, a “complex number”, is a number that consists of more than one type of number, a real number portion and an imaginary number portion. a bi
  12. 12. An interesting fact…  Complex numbers occur in pairs, called “Complex Conjugates” a bi a bi 5 3i 5 3i 2 6i  2 6i 
  13. 13. Assignment p. 279 # 3 - 11

×