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For a positive integer $n$, $\phi(n)$ denotes the number of positive integers less than or equal to $n$ that are relatively prime to $n$.
What is $\phi(191)$?

 Jul 26, 2024

Best Answer 

 #1
avatar+1868 
+1

Let's set up for a really cool function. 

First, note that \(191=191*1\)

 

Now, we use Euler's Totient Function. We have

\(\phi{191} = 191/ ( 191) * (191-1) = 190\)

 

The answer is 190

 

Thanks! :)

 Jul 26, 2024
edited by NotThatSmart  Jul 26, 2024
 #1
avatar+1868 
+1
Best Answer

Let's set up for a really cool function. 

First, note that \(191=191*1\)

 

Now, we use Euler's Totient Function. We have

\(\phi{191} = 191/ ( 191) * (191-1) = 190\)

 

The answer is 190

 

Thanks! :)

NotThatSmart Jul 26, 2024
edited by NotThatSmart  Jul 26, 2024

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