Question

A jar of coins contains 10,000 coins: 3500 pennies, 3000 nickels, 3200 dimes, and 300 quarters. (For those not familiar with US currency: Pennies are worth 1 cent each, nickels are worth 5 cents, dimes are worth 10 cents, and quarters are worth 25 cents).

Answer 1

To find the total value of the coins in the jar, we need to multiply the number of each type of coin by its value. The total value of the coins in the jar is $595.00.

Step-by-step explanation:

In this question, we are given the number of different types of coins in a jar - 3500 pennies, 3000 nickels, 3200 dimes, and 300 quarters. To find the total value of the coins in the jar, we need to multiply the number of each type of coin by its value. The value of a penny is 1 cent, a nickel is 5 cents, a dime is 10 cents, and a quarter is 25 cents.

Let's calculate the total value of the pennies: 3500 pennies * 1 cent = 3500 cents.

Next, let's calculate the total value of the nickels: 3000 nickels * 5 cents = 15000 cents.

Now, let's calculate the total value of the dimes: 3200 dimes * 10 cents = 32000 cents.

Finally, let's calculate the total value of the quarters: 300 quarters * 25 cents = 7500 cents.

To find the total value of all the coins in the jar, we need to add up the values we calculated for each type of coin: 3500 cents + 15000 cents + 32000 cents + 7500 cents = 59500 cents.

Therefore, the total value of the coins in the jar is $595.00, because 100 cents make 1 dollar.