Show that, the complex number, \(z\), in the polar form, i.e., \( \text{cos}\theta + i\text{sin}\theta \ = \ e^{i\theta}\),
and consequently establish that, if \( \theta = \pi \), then
\begin{align}e^{i\theta} + 1 = 0\end{align}
-
- Active Topics
-
-
- by Eli 44 minutes ago Re: What is in Your Mind? View the latest post Replies 679 Views 273513
- by Eli 1 hour ago Dunia Yetu: Building Tanzania's Digital Future Together View the latest post Replies 5 Views 1717
- by Eli 1 hour ago Iran Launches Retaliatory Attack Against Israel, and Israel Retaliates by Attacking Iranian Isfahan Millitary Base View the latest post Replies 21 Views 618
- by Eli 11 hours ago All in One: YouTube, TED, X, Facebook and Instagram Reels, Videos, Images and Text Posts View the latest post Replies 316 Views 8586
- by Eli 2 days ago Russia Invades Ukraine View the latest post Replies 646 Views 210248
- by Eli 2 days ago Programmatically Move Files from One Folder to Another View the latest post Replies 6 Views 1359
- by Eli 1 week ago Collection of Greatest Christian Hymns of all Times View the latest post Replies 33 Views 43567
- by Eli 1 week ago What is Retrieval-Augmented Generation (RAG)? View the latest post Replies 2 Views 288
- by Eli 1 week ago Chat With ChatGPT - An Interactive Conversational AI View the latest post Replies 22 Views 24196
- by Eli 2 weeks ago Christian Podcasts View the latest post Replies 5 Views 28677
-
The most amazing maths equation
- Admin
- Site Admin
- Senior Expert Member
- Reactions: 56
- Posts: 383
- Joined: 10 years ago
- Has thanked: 38 times
- Been thanked: 32 times
- Contact:
0
TSSFL Stack is dedicated to empowering and accelerating teaching and learning, fostering scientific research, and promoting rapid software development and digital technologies
-
- Information
-
Who is online
Users browsing this forum: No registered users and 0 guests