If you have two dimes and three nickels, how much money do you have?

If you have two dimes and three nickels, how much money do you have?

• A. 25 cents
• B. 30 cents
• C. 40 cents
• D. 60 cents

Answer: (C)

To find the total amount of money represented by two dimes and three nickels, you start by calculating the value of each type of coin. Each dime is worth 10 cents, so two dimes would be worth \(2 \times 10 = 20\) cents. Next, each nickel is worth 5 cents, so three nickels would amount to \(3 \times 5 = 15\) cents. Now, you can combine the values of the dimes and nickels: \[ 20 \text{ cents (from dimes)} + 15 \text{ cents (from nickels)} = 35 \text{ cents} \] Since the correct value of two dimes and three nickels totals 35 cents, this means that the choices given likely do not align properly with the sums provided and the correct answer has not been listed among them. The important takeaway is understanding how to calculate the total value of different coins by multiplying the amount of each coin by its value and summing those amounts for the final total. Thus, it’s key to know the worth of different denominations (dimes as 10 cents and nickels as 5 cents) and perform basic addition accurately.

To find the total amount of money represented by two dimes and three nickels, you start by calculating the value of each type of coin.

Each dime is worth 10 cents, so two dimes would be worth (2 \times 10 = 20) cents. Next, each nickel is worth 5 cents, so three nickels would amount to (3 \times 5 = 15) cents.

Now, you can combine the values of the dimes and nickels:

[

20 \text{ cents (from dimes)} + 15 \text{ cents (from nickels)} = 35 \text{ cents}

]

Since the correct value of two dimes and three nickels totals 35 cents, this means that the choices given likely do not align properly with the sums provided and the correct answer has not been listed among them. The important takeaway is understanding how to calculate the total value of different coins by multiplying the amount of each coin by its value and summing those amounts for the final total. Thus, it’s key to know the worth of different denominations (dimes as 10 cents and nickels as 5 cents) and perform basic addition accurately.