Скачать или смотреть #M038

पिंकी और सन्नी लूडो खेल रहे हैं। दोनों के 3-3 टोकन्स होम पहुंच चुके हैं, और चौथा टोकन होम पहुंचने ही वाला है। पिंकी को चाहिए 4 और सन्नी को 2। काफी देर खेलने के बाद भी पास में 2 या 4 नहीं आ रहे, खेलते-खेलते काफी देर हो गई है और सन्नी को घर जाना है। इसलिए मैच को यही खत्म करना पड़ेगा। सन्नी देखता है कि उसका टोकन होम के ज़्यादा करीब है, तो वह कहता है कि वही इस मैच का विजेता है। पिंकी को यह बात जमी नहीं, और उसने कहा कि जिसका नंबर आने की प्रास्ताविकता ज़्यादा है, वही जीतेगा। तो इस माथ के हिसाब से कौन जीतेगा? क्या तुम बता सकते हो?

Pinky aur Sunny ludo khel rahe hain. Dono ke 3-3 tokens home paunch chukhe hain, aur chautha token home pahuchne hi wala hai. Pinky ko chahiye 4 aur sunny ko 2
Kaafi der khelne ke bad bhi paase me 2 ya 4 nahi aa rahe, khelte khelte kaafi der ho gayi hai aur Sunny ko ghar jana hai. Isliye match ko yahi khatam karna padega. Sunny dekhta hai ki uska token home ke zyada karib hai, to wo kehta hai ki wahi iss match ka vijeta hai. Pinky ko ye baat jami nahi, aur usne kaha ki jiska number aane ki probability zyada hai, wahi jeetega. To iss math ke hisab se kaun jeetega? Kya tum bata sakte ho?

Sunny asserts his victory in a ludo game, claiming his token is closest to home. Pinky challenges this, stating the winner should have a higher probability of rolling their needed number. With six possible outcomes, both need specific numbers—2 for Sunny and 4 for Pinky. The probability of each number is 1 out of 6. Therefore, both have equal chances of winning. Resorting to a coin toss is an unfair resolution. If both players have equal chances, the match should end in a draw. Thus, Sunny's decision based on proximity alone isn't justified; a fair outcome remains elusive.

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