#leonhard euler

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Euler’s identity has often cited as an example of deep mathematical beauty showing a profound

Euler’s identity has often cited as an example of deep mathematical beauty showing a profound connection between the most fundamental numbers in mathematics;
e^iπ + 1= 0
Where;
0 - the additive identity.
1 - the multiplicative identity.
π - (π = 3.141…), the fundamental circle constant.
e - (e = 2.718…), Euler’s number
i - the imaginary number, √-1
Happy 315th birthday to one of the brilliant minds in history, astronomer, physicist and mathematician Leonhard Euler who was born on this day 15th April 1707 in Basel, Switzerland.


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