julibobnar19 julibobnar19
  • 24-04-2018
  • Mathematics
contestada

write (3i-2/3) - (6i-5) as a complex number in standard form

Respuesta :

CastleRook
CastleRook CastleRook
  • 04-05-2018
The standard form of a complex number is: a+bi
thus evaluating the expression we get:
(3i-2/3)-(6i-5)
opening the parenthesis we get:
3i-2/3-6i+5
=(3i-6i)-2/3+5
=-3i+13/3
thus the standard form will be:
13/3-3i
multiplying through by 3 we get:
13-9i
Answer Link
CYB3RZACK
CYB3RZACK CYB3RZACK
  • 08-05-2018
The correct answer is B. 13/3 - 3i
Answer Link

Otras preguntas

Can citizenship ever by lost? Explain the three ways.
What did Christianity and Judaism emphasize about the individual?
What is the Freedom of Information Act?
The volume of 100 drops of a liquid is 1 fluid ounce. What is the volume of 10 drops?
what is the square root of 500?
Which of the following is not a major economic activity of the Outback? a. Agriculture b. Tourism c. Fishing d. Mining
What steps did Napoleon take to create an empire in Europe?
Is there a limit to how far cloning should go? Why or why not?
What were the homelands in South Africa?
Can citizenship ever by lost? Explain the three ways.