Ted_Grendy
New member
- Joined
- Nov 11, 2018
- Messages
- 36
Hi all
I was wondering if it was possible to multiple 2 complex numbers in trigonometric form.
For example if I had the following complex numbers in expressed in polar form.
z1 = 6 < 35
z2 = 2 < 25
I convert these complex numbers into trigonometric form and I get:-
z1 = 6 (cos(35) + sin(35)i)
z2 = 2 (cos(25) + sin(25)i)
My question is can I multiply the two complex trigonmetric numbers and a valid result?
I can multiply them in polar form which gives me 12 < 60 but I'm struggling with the trigonometric form.
Thank you.
I was wondering if it was possible to multiple 2 complex numbers in trigonometric form.
For example if I had the following complex numbers in expressed in polar form.
z1 = 6 < 35
z2 = 2 < 25
I convert these complex numbers into trigonometric form and I get:-
z1 = 6 (cos(35) + sin(35)i)
z2 = 2 (cos(25) + sin(25)i)
My question is can I multiply the two complex trigonmetric numbers and a valid result?
I can multiply them in polar form which gives me 12 < 60 but I'm struggling with the trigonometric form.
Thank you.