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Oh, what a lovely question! You can make one pound using different combinations of silver coins. Let's see, you could use 100 five-pence coins, 50 ten-pence coins, 20 twenty-pence coins, or 10 fifty-pence coins. There are many combinations to explore, just like painting a beautiful landscape with different colors!
What else can I help you with?
How many ways can you make a pound using only silver coins (5p 10p 20p 50p)?
There are 47 ways.
How many different ways can you make 30c using silver coins?
3
How many ways to make one pound using 50p 20p 10p 5p 2p and 1p coins?
Oh, what a happy little question! You can make one pound using different combinations of coins. You can use 100 one-penny coins, or 50 two-penny coins, or 20 five-penny coins, or 10 ten-penny coins, or 5 twenty-penny coins, or 2 fifty-penny coins. Just mix and match those coins and let your creativity shine!
How many ways can you make 1 with silver coins?
There are 47 ways using 5p, 10p, 20p and 50p.
How many 10p coins will be worth one pound?
There are 100 pence in one pound. Therefore, to find out how many 10p coins are needed to make one pound, you would divide 100 by 10, which equals 10. So, you would need 10 10p coins to make one pound.
How many ways can you make a pound using only silver coins (5p 10p 20p 50p)?
There are 47 ways.
Why did the us stop using silver to make coins?
i don't know maybe they hate silver. lol
How many 1p coins make 1 pound?
100x1p coins make a pound..
In 1964 why did the us stop using silver to make coins?
The value of silver rose so the US had to use other metals to make coins. If our coins were still made of silver dimes would be worth $2 and quarters would be worth $5.
How many coins equal 1 pound?
The number of coins that equal 1 pound depends on the denomination of the coins used. For instance, it would take 100 one-penny coins to make 1 pound, or 50 two-penny coins. If using 5-pence coins, you would need 20 of them. Therefore, the total can vary based on the coin denomination.
How many different ways can you make 30c using silver coins?
3
Why did the US mint stop using silver to make coins?
Silver is a precious metal, and just like gold, it's going to be expensive so they stoped using it because they realized that people could melt the coins down and have a ton of money in silver.
How many ways can you make 45 pence with silver coins?
To make 45 pence using silver coins (which are 5 pence coins), you can use any combination of 5 pence coins. The maximum number of 5 pence coins you can use is 9 (since 9 x 5 = 45). The different combinations include using fewer coins and substituting with higher denominations, like 20 pence or 50 pence coins, but since the question specifies silver coins, the main focus remains on combinations of 5 pence coins. Thus, the primary solution is simply using 9 coins of 5 pence each.
How many ways to make one pound using 50p 20p 10p 5p 2p and 1p coins?
Oh, what a happy little question! You can make one pound using different combinations of coins. You can use 100 one-penny coins, or 50 two-penny coins, or 20 five-penny coins, or 10 ten-penny coins, or 5 twenty-penny coins, or 2 fifty-penny coins. Just mix and match those coins and let your creativity shine!
How many pound coins equal 1 pound weight?
1 pound coin = 9.5g 1lb = 453.59g 453.59/9.5 = 47.78 coins, you'll need 48 coins to make the pound weight.
How many 1ps make a pound?
There are 100 pence (1p coins) in a pound. Therefore, it takes 100 1p coins to make a total of £1.
How many ways to make a pound out of silver coins?
To determine the number of ways to make a pound out of silver coins, we need to consider the denominations available, such as 5p, 10p, 20p, and 50p coins. The problem can be approached using combinatorial methods or generating functions, but without specific constraints or coin limits, the total number of combinations can be quite large. Generally, this is a classic problem in combinatorial mathematics, often requiring algorithms or programming for precise calculations. For a specific answer, it would be best to refer to a computational approach or established results in combinatorial coin problems.
