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Home » Simplify and solve for $ b $: - SUpost

Simplify and solve for $ b $: - SUpost

📅 July 5, 2026 👤 scraface

Jul 05, 2026

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Let \( r_{\max} = \max(\text{R positions}) \), \( l_{\min} = \min(\tex...
Since positions are from 1 to 5, the possible values are limited.
We can iterate over possible \( r_{\max} = m \) and \( l_{\min} = k \)...
Possible values: \( m \) ranges from 2 to 4, and for each \( m \), \(...
But \( k \geq m+1 \), and \( m \geq 2 \), \( k \leq 5 \).
For each such pair (m, k), we count the number of ways:
Choose 2 distinct positions for R’s: both < m? No: R’s must be all \(...
Wait — correction: we need **all R’s before all L’s**, i.e., every R p...
So: max(R) < min(L)
Let \( m = \max(\text{R positions}) \), \( n = \min(\text{L positions}...

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