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How many different ways can you get 75 cents with a quarter nickel a dime and a penny?
A quarter, a nickel, a dime, and a penny is only 41 cents ... not enough to make 75 cents in even one way.
How many different coin combinations could a person have if she has exactly sixteen cents?
she could have 1 dime and 1 pennyshe could have 2 nickels and 1 nickel and 1 penny
How many combinations of nickel's dime's or quarters makes 0.60?
sqaure
How many ridges are around the US penny?
There are no ridges on a US Penny or the US Nickel, the edges are smooth.
What is combination of the 5 coin and it dimes and nickel?
The combinations depend on how many are dimes and how many nickels.
In how many ways an two coins be chosen from a set of 1 penny 1 nickel 1 dime and 1 quarter?
12 There are 4 ways of choosing the first coin, leaving 3 coins from which to make the second choice. The number of combinations is therefore 4 x 3 = 12.
How many grams are in nickel?
A US Nickel weighs 5 grams. A penny weighs 2.5.
How many ways can you make 11 cents?
In order from least amount of coins to most: 1 dime + 1 penny 2 nickels + 1 penny 1 nickel + 6 pennies 11 pennies
How many differrent ways are there to make 16 cents?
I count 6 ways. 16 Pennies 1 Nickel, 11 Pennies 2 Nickels, 6 Pennies 3 Nickels, 1 Penny 1 Dime, 6 Pennies 1 Dime, 1 Nickel, 1 Penny
How many pennies make a nickel?
5 pennies make a nickel.
How many ways can you make 10 cents?
There are several ways to make 10 cents using U.S. coins. The combinations include using one dime, two nickels, or a variety of pennies, nickels, and combinations of both. Specifically, you can use up to 10 pennies, one nickel with up to 5 pennies, or two nickels, among other combinations. Altogether, there are 11 distinct combinations to make 10 cents.
How many amounts of money can be made with a penny nickel dime and quarter?
15 amounts of money. The formula for finding how many combinations is: n to the 2nd power -1 In this case n = 4 (because 4 is how many objects you have) So to calculate this you do: 4(4)- 1 16-1 15
