50p + 20p + 10p + 5p + 2p +2p = 6 coins
Two coins
The smallest whole number is the number ' 1 '. " 3 over 100" is only 3 percent of 1 . It simply does not have what it takes to be a whole number, and there is nothing you can do to it to make it one.
Since there are infinitely many numbers you will need infinitely many blocks.
To make a dollar using the coins mentioned (pennies, quarters, nickels, half dollar, and dollar coin), we can create combinations of these coins. The possible combinations can be calculated using a systematic approach, considering the different values of each coin. This would involve listing out all possible combinations and summing them to reach a total of one dollar. The total number of ways to make a dollar using these coins would be the total number of valid combinations that add up to one dollar.
1 The largest five-digit number is 99999 and the smallest six-digit number is 100000, so the difference is one. If you're just looking for an answer to a homework question, that's all you need. For the brainy: Suppose the answer was greater than one. That would mean that there are one or more numbers between the largest five-digit number and the smallest six-digit number that cannot be written with either five or six digits. Either they would have to be written with four or fewer digits, which would make them smaller than any five-digit number, or with seven or more digits, which would make them larger than any six-digit number. If the answer was less than one, it would mean that it would be possible to have a five digit number that was greater than a six-digit one. So the answer must be one.
A quarter, a nickel, and a dime make forty cents.
Three
Four. 1 Susan B. Anthony dollar 1 JFK half- dollar 1 wheat dime 1 buffalo nickel
Just one, a dime.
To determine the smallest number of coins that will total exactly 17.85, we need to consider the denominations of the coins available. If we have coins in denominations of 0.01, 0.05, 0.10, 0.25, 1.00, and 2.00, we can use a combination of these coins to reach 17.85. The smallest number of coins needed would be achieved by using the highest denomination coins first, followed by the smaller denominations to make up the difference. The specific combination of coins would depend on the availability of each denomination and the constraints of the problem.
To calculate the number of 10 cent coins needed to make $2.80, you would first convert $2.80 to cents, which is 280 cents. Then, you would divide 280 by 10 (the value of each coin) to find the number of coins needed. Therefore, you would need 28 10 cent coins to make $2.80.
In the minimum coin change problem using dynamic programming, the minimum number of coins required to make a given amount of change is calculated by finding the optimal combination of coins that add up to that amount. This involves breaking down the problem into subproblems and finding the minimum number of coins needed for each subproblem. The final answer is the minimum number of coins needed to make the given amount of change.
4 pennies, 1 quarter, and a dime.
The greatest number - would be 35 pennies (one-cent pieces)
The smallest height needed to make a wave is typically around 1.7 meters or 5.6 feet.
It is 2. Compounds consist of at least 2 elements.
it is 5 a quarter 2 dimes and 2 pennies