The chest holds bags which contain the same amount of gold coins. Let’s say the bags of gold are 1,2,3 , you weigh 1 and 2, if they are the same you know 3 is the fake, if they are different you compare one with 3 and find the fake. Post your answers in comments below! GOLD COINS Now you should be able to solve this variation, no problem: You have 10 bags of gold coins, 10 coins per... 3. Using a digital scale and only one weighing, how do you figure out which bag has the fake coins? Hint: There is a 50/50 chance of each toss being either heads or tails. In one bag the coins are silver, in the others gold. Coin Riddles. Write coin riddles on the index cards. There are 10 identical bags of coins. The pirates have seniority levels, the senior-most is A, then B, then C, then D, and finally the junior-most is E. Rules of distribution are: The most senior pirate proposes a distribution of coins. Assuming 1 gold coin weighs 1ounce and 1 fake coin weighs 1.1ounce. He opens the window in that direction and flips a coin towards the floor. For example, one card might read: "I hold three coins. If all coins would have equal weight ($1.00$ gram), then the total weight of taking $0$ coins from bag $0$, $1$ coin from bag $1$, etc. [hide]since the forgeries weigh 10% more than the normal coins, there are actually a number of solutions to the first part of this riddle, while i can only thin of one to the second part. Each bag contains 100 coins. Weigh them and get the total weight. or 10! ADVERTISEMENT. BAGS AND BEADS You are given 5 bags. Step 4: Subtract the total of step 2 from total of step 3. To work with the example: if you take $25$ coins from bag $25$, then the total offset in weight is $0.25$ grams. FREE Shipping by Amazon. Then stack and weigh the 55 coins (1 + 2 + 3 + 4 + 5 + 6 + 7 + 8 + 9 + 10). Given a regular measurement scale, how would you determine in one weighing which bag does not have the gold coins? … Not that I know of. All the coins are identical. Counterfeit coin puzzle / riddle:You have 10 bags of gold coinseach gold coin weighs 10 gm, except for 1 bag which has all defective coins(Counterfeit coins) that weigh 9 gm each.However, all the coins (normal and defective) look and feel exactly the same.Your task is to identify the defective bag with the help of a weighing machine that shows the exact weight in gram.But the challenge is that you have only one chance to use this weighing machine to display the weight.PUZZLE:How would you find the defective coins bag(9gms) by using the weighing machine just a single time?Watch the complete video for the solution.Please like and share the video, also subscribe to this channel.Also try these puzzles:Milk and Jars PUZZLEhttps://youtu.be/wwu5VcPcg2gCan you solve 3 Thieves crossing River Puzzle || 3 Thieves and Coins Bagshttps://youtu.be/hKX4RmVKlb4Background Music Credit:PACIFIC SUN by Nicolai Heidlas Music https://soundcloud.com/nicolai-heidlasCreative Commons — Attribution 3.0 Unported— CC BY 3.0 http://creativecommons.org/licenses/b...Music provided by Audio Library https://youtu.be/kbqmEJTr3nU They all contain identical looking coins which weigh 1 gram each, except for one bag of counterfeit coins which weigh 1.1 grams each. 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