Let C = {x + iy|x,y ∈ R,i2= −1}, the set of complex numbers. For z = a+ib ∈ C the modulus of z is |z| = √a2 + b2and the argument of z is arg(z) = tan−1(b/a). Def i ne a relation ∼ on C as; for z1,z2∈ C,z1∼ z2if f |z1| = |z2|. 1. Prove that ∼ is an equivalenece relation.
Answer (1)
15th Nov, 2020
Dear Candidate,
The query that you are asking to prove is a mathematical statement. It is difficult for us to give you an answer. We are limited by our answering options. There are various portals on the internet where you can get a step by step answer to your query. Kindly search there to get a more understandable & detailed answer.
Thanks.
Comments (0)
Related Questions
Know More about
Symbiosis Entrance Test
Eligibility | Application | Admit Card | Result | Preparation Tips | Dates | FAQs
Get Updates Brochure
Thank You!
Your Symbiosis Entrance Test brochure has been successfully mailed to your registered email id “”.
Upcoming Exams
Application Date:
14 Nov, 2024
Application Date:
4 Nov, 2024
- 31 Mar, 2025
Application Date:
1 Nov, 2024
- 18 Nov, 2024
Application Date:
1 Nov, 2024
- 20 Apr, 2025
Trending Articles around SET
Ammonia - Structure, Preparation, Uses, FAQs
21 hours ago
