![SOLVED: Using Modular Arithmetic Compute x as far as possible without a calculator. Where appropriate, make use of a smart decomposition of the exponent: a) x = 32 mod 13 b) x = SOLVED: Using Modular Arithmetic Compute x as far as possible without a calculator. Where appropriate, make use of a smart decomposition of the exponent: a) x = 32 mod 13 b) x =](https://cdn.numerade.com/ask_images/1035206015d2419fb8bea8a45927fdc6.jpg)
SOLVED: Using Modular Arithmetic Compute x as far as possible without a calculator. Where appropriate, make use of a smart decomposition of the exponent: a) x = 32 mod 13 b) x =
![The most advanced calculator of all time - How the Casio FX-991ES can perform modular arithmetic - YouTube The most advanced calculator of all time - How the Casio FX-991ES can perform modular arithmetic - YouTube](https://i.ytimg.com/vi/SPOx9E9M2po/hq720.jpg?sqp=-oaymwEhCK4FEIIDSFryq4qpAxMIARUAAAAAGAElAADIQj0AgKJD&rs=AOn4CLAHcCv8dXnZrh4A7IAdYnvzWI_F6g)
The most advanced calculator of all time - How the Casio FX-991ES can perform modular arithmetic - YouTube
![SOLVED: 1. [10 points] Use the properties of modular arithmetic to efficiently calculate r such that 719=r(mod 23) 0 1. [10 points] Use the properties of modular arithmetic to efficiently calculate r such that 719=r(mod23) SOLVED: 1. [10 points] Use the properties of modular arithmetic to efficiently calculate r such that 719=r(mod 23) 0 1. [10 points] Use the properties of modular arithmetic to efficiently calculate r such that 719=r(mod23)](https://cdn.numerade.com/ask_previews/a1f1e-7f3f-b223-c016-1408f5ec82b_large.jpg)
SOLVED: 1. [10 points] Use the properties of modular arithmetic to efficiently calculate r such that 719=r(mod 23) 0 1. [10 points] Use the properties of modular arithmetic to efficiently calculate r such that 719=r(mod23)
![How to easily perform modular arithmetic | How to use Casio fx-991es plus calculator in doing this. - YouTube How to easily perform modular arithmetic | How to use Casio fx-991es plus calculator in doing this. - YouTube](https://i.ytimg.com/vi/Jpt0PqoBX6U/maxresdefault.jpg)