3 ways.
10 cents+10 cents+10 cents=30 cents
20 cents+10 cents=30 cents
5 cents+5 cents+5 cents+5 cents+5 cents+5 cents=30 cents
Hope that helped you
There are 4 ways.
.30, $.30, 30¢, etc.
19
There are 18 ways to make 30 cents with any combination of pennies, nickels, dimes and quarters. Where p=pennies, n=nickels, d=dimes, q=quarters: 30p 6n 3d 5p + 5n 5p + 1q 10p + 4n 15p + 3n 20p + 2n 25p + 1n 10p + 2d 20p + 1d 5p + 1n + 2d 5p + 3n + 1d 10p + 2n + 1d 15p + 1n +1d 1n + 1q 2n + 2d 4n + 1d
To find the number of ways to make 30 cents using only pennies, nickels, and dimes, we can use a combinatorial approach. We can represent the total amount in terms of the number of each coin type. For instance, let ( p ) be the number of pennies, ( n ) the number of nickels, and ( d ) the number of dimes, leading to the equation ( p + 5n + 10d = 30 ). By calculating the different combinations for values of ( d ) (0 to 3) and adjusting ( n ) and ( p ) accordingly, we find there are 19 distinct combinations to make 30 cents.
There are 4 ways.
There are 5 ways to make 30 cents using quarters, nickels, and dimes.
i think there are 18 different ways
.30, $.30, 30¢, etc.
19
Oh, dude, like, you can make 30 cents using nickels, dimes, and quarters in, like, 5 different ways. You can do it with 6 nickels, 3 dimes, or 1 quarter and 1 nickel, or 2 dimes and 2 nickels, or 1 dime and 4 nickels. So, yeah, there are, like, 5 ways to make that sweet 30 cents.
There are 18 ways to make 30 cents with any combination of pennies, nickels, dimes and quarters. Where p=pennies, n=nickels, d=dimes, q=quarters: 30p 6n 3d 5p + 5n 5p + 1q 10p + 4n 15p + 3n 20p + 2n 25p + 1n 10p + 2d 20p + 1d 5p + 1n + 2d 5p + 3n + 1d 10p + 2n + 1d 15p + 1n +1d 1n + 1q 2n + 2d 4n + 1d
To find the number of ways to make 30 cents using only pennies, nickels, and dimes, we can use a combinatorial approach. We can represent the total amount in terms of the number of each coin type. For instance, let ( p ) be the number of pennies, ( n ) the number of nickels, and ( d ) the number of dimes, leading to the equation ( p + 5n + 10d = 30 ). By calculating the different combinations for values of ( d ) (0 to 3) and adjusting ( n ) and ( p ) accordingly, we find there are 19 distinct combinations to make 30 cents.
To find the number of ways to make 30 cents using pennies, quarters, dimes, and nickels, we can use a combinatorial approach or dynamic programming. However, a straightforward method involves listing different combinations of these coins. For example, you can use different quantities of each coin type, ensuring the total equals 30 cents. The total number of combinations can be calculated, but it typically requires systematic counting or programming to find the exact number.
If you mean in 30 cents, there are 6 nickels (30 cents / 5 cents = 6) If you mean 30 dollars, the answer is 600 nickels (3000 cents / 5 cents)
There are 13 ways you can make 40 cents:4 dimes3 dimes 10 pennies3 dimes 2 nickels2 dimes 4 nickels2 dimes 20 pennies1 dime 30 pennies1 dime 6 nickels8 nickels4 nickels 4 nickels4 nickels 20 pennies7 nickels 1 nickels38 pennies 2 pennies40 pennies 0 cents
The answer will depend on 30 what!