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📰 Solution: Let $ y = \frac{2\sin x + 1}{\sin x - 3} $. Solve for $ \sin x $: $ y(\sin x - 3) = 2\sin x + 1 \Rightarrow y\sin x - 3y = 2\sin x + 1 \Rightarrow \sin x(y - 2) = 3y + 1 $. Thus, $ \sin x = \frac{3y + 1}{y - 2} $. Since $ |\sin x| \leq 1 $, solve $ \left| \frac{3y + 1}{y - 2} \right| \leq 1 $. This leads to $ -1 \leq \frac{3y + 1}{y - 2} \leq 1 $. Sol 📰 Mullet Haircuts for Guys: 7 Ways This Look Will Blow Everyone’s Mind! 📰 The Ultimate Guide to Flawless Mullet Haircuts for Men – Epic Styles Revealed! 📰 Limit Bank Of America Atm 3518385 📰 Whats Street In Simple Sv Distilling Complex Paths Into Nothing But Elegance 4052304 📰 Centralreach Login Failure Exposed The Hidden Reason Behind The Crash 5555714 📰 The Incredible Rise Of Ragdool Archers How These Elite Marksmen Rewrote Battle Tactics Forever 3482917 📰 Front Youre Able To Borrow From Your 401Kattention Investors 9347919 📰 Interest Bearing Checking Account 1328826 📰 Loan Mortgage 3024817 📰 Why Air Fryer Cod Is The Secret To Restaurant Quality Fish At Home 6661767 📰 Refelctor 4 5215189 📰 Pantalones That Changed Everythingthis Style Is A Secret 1397236 📰 Hig Stock Ticker Hidden In Plain Sightunlock Its Massive Growth Potential Today 8490020 📰 Best Cover Songs 8706085 📰 Windows Azure Instance Types Explained Which One Delivers Maximum Power For Your Workload 3035429 📰 No Playlist Stuck This Web Player Plays You Anything You Crave Instantly 3714793 📰 Jfk Terminal 8 Map 2386473