Euler's theorem numerical examples | Important for exams

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Hello friends! Welcome to my channel.
My name is Abhishek Sharma. #abhics789
This is the series of Cryptography and Network Security.

In this video, i have explained the example of Euler's Theorem in Cryptography and Network Security.
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Euler's theorem Numerical example.

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Answer is 9 for the second example, 12*25=300, therefore 3^2=9

chaitanyakrishnachauhan
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Sir you have committed one mistake: 302=12*25+2 and not 12*16+10. With 12*25+2 answer coming is 9.

Mr
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second example has answer "9", u may edit it soon !

akhilpanwar
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in example 2 answer is 9. 12*25+2=302 otherwise good explanation.

sumitmishra
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I did it with( 3 raised to power 12x25 ) x 3²

MrAwesomeaditya
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(a*b)mod n= (a modn * b mod n) mod n . Isin'it? You told in previous video.

HimanshuGupta-ebvp
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12×24=288+14=302 so 3^12×24mod13=1 and 3^14mod 13 =9 so 9 is the ans ...

vedantsharma
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bro ek baat batao bass, 4 power 24. 4 to samhaj aa gaya ki a = 4 hai. lekin 4 power 3 kaha se ayaa ye bata do bass please bro! tomorrow is my exam, and i will pass just because of you.

ashmitmalhotra
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Ok git it thanks, already explained in other comments

maneeshpandey
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The Answe is 9 no 3 beacuse it would be 3^(12*25+2) mod 13

zohaibmalik
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3^300 karenge to 9 aayega and 3^288 karenge ro bhi 9 aayega . Ye kyu different aa raha he ?

bollyshortsfunny
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Rem 9 hai
Bcz
12*25+2
So that 3 pow 2

sunnysharawat
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The correct answer is getting 9mod13 which is getting the 1.2 as reminder 🙄

kmdkhaleeluddin
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1st example 4^24 mod 35 is 0 not 1 @AbhishekSharmaDit

sahilnasir
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(a * b) mod n = ((a mod n) * (b mod n)) mod n

krishnomonidas
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Bhai u made mistake (a*b)modn =(amodn*bmodn)modn

adityagujrati