When given the sets X = { z is complex, mod(z) < 2}, Y = { z is complex, z - z* = 2i} where z* is the complex conjugate, draw these on an argand diagram.
Printable View
When given the sets X = { z is complex, mod(z) < 2}, Y = { z is complex, z - z* = 2i} where z* is the complex conjugate, draw these on an argand diagram.
Try writingQuote:
Originally Posted by qwerty31
and see what "form" these relations then take.
I got that the first one is a circle with radius 2 and under...for the second one I seem to get y = 1, and Im not too sure about thatQuote:
Originally Posted by Prove ItTry writing
No, the first is not the circle with radius 2 and under, it's the circle with radius LESS than 2.Quote:
Originally Posted by qwerty31
The second is correct. So it's a horizontal line where y = 1 (or where Im(z) = 1).
Oh, I forgot to put the 'less than or equal to' sign for the first one, sorry about that! And thank you :DQuote:
Originally Posted by Prove It