Euler’s Identity (e^(iπ) + 1 = 0) Definition, Types, Examples & Uses

Euler’s Identity (e^(iπ) + 1 = 0)

Subject: Static GK (General Knowledge)

Book: Famous Theorems & Laws

A famous and elegant identity linking e, π, i, 1, and 0. Called the “most beautiful equation” in mathematics.

Which city in the Netherlands is known for its canals, museums, and Anne Frank House?

Who discovered vitamins (Vitamin B1)?

Who discovered Helicobacter pylori's role in ulcers?

Which physicist developed the special theory of relativity in 1905?

What does the acronym ‘FAQ’ stand for on websites?

Which chemical element was discovered by Marie and Pierre Curie, named after Marie’s homeland?

Which era in Japan from 1868 to 1912 saw rapid modernization under Emperor Meiji?

Who discovered the role of telomeres?

Which metal has the highest electrical conductivity?

Which inventor is known for the phonograph and practical electric light bulb improvements?