If you are certain two bags contain real gold, and if the three bags are supposed to be identical, then do the following. Find a balance scale. Take two of the bags and place one on each pan. If the scales balance, then the third one is bogus. Execute the guy who gave you that bag. If the scale fails to balance, you'll have to make another comparison. Remove the lighter bag and replace it with the third bag. If the scales balance, then the one you removed is bogus. Commence executions. If the scale fails to balance, then the heavier bag is bogus. Execute the fraud.
Arrange all bags in serial and take one coin from first bag ,two coins from second bag three from third bag and take from all ten bags and weigh. from the total weight we can calculate which bag has the coins of weight 27 grms.
Yes, you have as many bags as you please, (a minimum of two). You can have as many pieces of gold in the bags as you like and you can determine the weight of the coins as well, but the fake coins will weigh differently (more or less, it's up to you). You have a penny scale, meaning you can place something on a scale put a penny in and then receive a slip with the weight amount on it. If you don't want to see the solution don't continue reading. Answer: For the answer i will use simple denominations of weight. There are three bags with five pieces of gold in each bag. Each real piece weighs one pound and each fake piece weighs 1 pound one ounce. So you have bags A, B, and C and one is full of gold that is slightly heavier (fake). You take one coin from the first bag, two coins from the second, and three from the third and you put all 6 coins on the scale and weigh them. Now if all coins were real this should amount to 6 pounds, however, that isn't the case and you can determine the the fake bag by the overage weight. So for instance if the reading comes back with 6 pounds 2 ounces then bag B is the one with the fakes. Since every fake piece is one extra ounce and you're two ounces over it must be the bag that you took 2 coins from which would be bag B.. If it was 6 pounds 3 ounces then it would be bag C and 6 lbs one oz would be bag A. Alternatively, since you decide the amount of coins in each bag you could specifically say that you want one coin in the first bag two coins in the second, three in the third etc. and just weigh the bags together. Then you just follow the same train of thought to determine the fake bag.
Place your gold jewelry near a magnet. Real gold is not magnetic; if your jewelry pulls toward the magnet, it is fake.
Why Do People Need To Waigh early gold coins? becuase most people in the 1608 faked gold and keept gold to there self and make diffrent types and sold it so most was prox and fake and the persentage was that there like 30% left in the world wide
The worth of gold is only determined by the karats and the ounce, so to determine the worth of gold you would not only have to know the amount of gold but also the karat
Pure gold will have a serial number.
Fake gold, or "fools gold" has a foul sulfur odor while real gold does not. Usually, you can rub the gold and sniff it to determine if it is real or fake.
St. Nicholas of Myra is represented by:•anchor•bishop calming a storm•bishop holding three bags of gold•bishop holding three balls•bishop with three children•bishop with three children in a tub at his feet•purse•ship•three bags of gold•three balls•three golden balls on a bookRepresentation of Nicholas of Myra:•anchor•bishop calming a storm•bishop holding three bags of gold•bishop holding three balls•bishop with three children•bishop with three children in a tub at his feet•purse•ship•three bags of gold•three balls•three golden balls on a book
Arrange all bags in serial and take one coin from first bag ,two coins from second bag three from third bag and take from all ten bags and weigh. from the total weight we can calculate which bag has the coins of weight 27 grms.
He is represented by three gold balls or three bags of gold or by a bishop holding the above. They represent the gold coins he would secretly drop into the homes of the poor.
It was something like this: There are twelve bags, each bag containing a random number of gold coins. Eleven bags contain genuine gold coins, each genuine coin weighing one-ounce apiece. One bag contains counterfeit coins, each counterfit coin weighing 9/10-ounces apiece. Using a scale to make only one measurement, how can you determine which bag is counterfeit?You have as many bags as you please, (a minimum of two). You can have as many pieces of gold in the bags as you like and you can determine the weight of the coins as well, but the fake coins will weigh differently (more or less, it's up to you). You have a penny scale, meaning you can place something on a scale put a penny in and then receive a slip with the weight amount on it.Answer:For the answer i will use simple denominations of weight. There are three bags with five pieces of gold in each bag. Each real piece weighs one pound and each fake piece weighs 1 pound one ounce.So you have bags A, B, and C and one is full of gold that is slightly heavier (fake).You take one coin from the first bag, two coins from the second, and three from the third and you put all 6 coins on the scale and weigh them.Now if all coins were real this should amount to 6 pounds, however, that isn't the case and you can determine the the fake bag by the overage weight.So for instance if the reading comes back with 6 pounds 2 ounces then bag B is the one with the fakes. Since every fake piece is one extra ounce and you're two ounces over it must be the bag that you took 2 coins from which would be bag B.. If it was 6 pounds 3 ounces then it would be bag C and 6 lbs one oz would be bag A.Alternatively, since you decide the amount of coins in each bag you could specifically say that you want one coin in the first bag two coins in the second, three in the third etc. and just weigh the bags together. Then you just follow the same train of thought to determine the fake bag.
Yes, you have as many bags as you please, (a minimum of two). You can have as many pieces of gold in the bags as you like and you can determine the weight of the coins as well, but the fake coins will weigh differently (more or less, it's up to you). You have a penny scale, meaning you can place something on a scale put a penny in and then receive a slip with the weight amount on it. If you don't want to see the solution don't continue reading. Answer: For the answer i will use simple denominations of weight. There are three bags with five pieces of gold in each bag. Each real piece weighs one pound and each fake piece weighs 1 pound one ounce. So you have bags A, B, and C and one is full of gold that is slightly heavier (fake). You take one coin from the first bag, two coins from the second, and three from the third and you put all 6 coins on the scale and weigh them. Now if all coins were real this should amount to 6 pounds, however, that isn't the case and you can determine the the fake bag by the overage weight. So for instance if the reading comes back with 6 pounds 2 ounces then bag B is the one with the fakes. Since every fake piece is one extra ounce and you're two ounces over it must be the bag that you took 2 coins from which would be bag B.. If it was 6 pounds 3 ounces then it would be bag C and 6 lbs one oz would be bag A. Alternatively, since you decide the amount of coins in each bag you could specifically say that you want one coin in the first bag two coins in the second, three in the third etc. and just weigh the bags together. Then you just follow the same train of thought to determine the fake bag.
no because the real gold will mark with a small bite, the fake gold wont
Nicholas of Myra is sometimes represented by a bishop holding a book, three golden balls or three bags of gold coins.
fake fake fake
"Fake gold" or "fools gold" is a colloquial name for pyrite, a compound that is similar to gold. See related question below.
no it is fake