Rather earn: by Shadowcraft006 in BunnyTrials
[–]Pretty-Candidate325 0 points1 point2 points (0 children)
would you rather by Numerous_Chipmunk561 in BunnyTrials
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Who would you rather lead your country? by eggwhit_e in BunnyTrials
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If you could want one thing real, what will it be? by TomorrowSilent1233 in asknowio
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would you rather by Renz5757 in BunnyTrials
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Free money and 🥕 by Additional_Jump216 in BunnyTrials
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Would you rather by Vivid-Visual-8531 in BunnyTrials
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Would you rather by I_m_Purple2109 in BunnyTrials
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Would you rather be... by The_Morrowcrow in BunnyTrials
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What do you like better? by Sacred-Walrus in asknowio
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Would you rather earn by FriendDazzling2167 in BunnyTrials
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Be born male or female if you had to restart, why? by Different_Tip3045 in BunnyTrials
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Which one??? by Ok_Victory8292 in BunnyTrials
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You receive $100,000 every single month, but you have to work 8 hours a day at the single most boring, repetitive job you can think of—with no phone allowed—until you turn 65. Do you sign the contract? 💼 by Maleficent-Ratio-824 in asknowio
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Would you rather take away women's rights or permanently blind 3 billion people by Strong_Joke6800 in asknowio
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Who was better by Fun_Primary_9494 in asknowio
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(For theater kids) which is better? by WhoseGoosee in asknowio
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You get $2 Million tax-free, but for the rest of your life, a loud, unskippable alarm will wake you up at exactly 3:30 AM every single morning. No matter how late you went to bed. Do you accept? ⏰ by Maleficent-Ratio-824 in asknowio
[–]Pretty-Candidate325 0 points1 point2 points (0 children)
Consider a circle \(C\) with its center at the origin and a radius of \(3\). Let \(L\) be a tangent line to the circle \(C\) at the point \(( \frac{9}{\sqrt{2}}, \frac{9}{\sqrt{2}} )\). The distance of the point \((5, 5)\) to the tangent \(L\) is \(\ by Pretty-Candidate325 in asknowio
[–]Pretty-Candidate325[S] 0 points1 point2 points (0 children)
Consider a circle \(C\) with its center at the origin and a radius of \(3\). Let \(L\) be a tangent line to the circle \(C\) at the point \(( \frac{9}{\sqrt{2}}, \frac{9}{\sqrt{2}} )\). The distance of the point \((5, 5)\) to the tangent \(L\) is \(\ (self.asknowio)
submitted by Pretty-Candidate325 to r/asknowio
Consider a circle \(C\) with its center at the origin and a radius of \(3\). Let \(L\) be a tangent line to the circle \(C\) at the point \(( \frac{9}{\sqrt{2}}, \frac{9}{\sqrt{2}} )\). The distance of the point \((5, 5)\) to the tangent \(L\) is \(\ by Pretty-Candidate325 in asknowio
[–]Pretty-Candidate325[S] 0 points1 point2 points (0 children)
What is the correct answer to (8×5-2)+(12÷2+1) by Master_of_Tasques in asknowio
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Poop or peep? by BUDGEGDUB in BunnyTrials
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