Question

finding the value of sets of like coins
1 what is the total value of the pennies?
1¢ 1¢ 1¢ 1¢ 1¢ 1¢
the total value is 6 ¢.
2 what is the total value of the nickels?
5¢ 5¢ 5¢ 5¢ 5¢ 5¢ 5¢
the total value is 35 ¢.
3 what is the total value of the dimes?
10¢ 10¢ 10¢ 10¢ 10¢ 10¢ 10¢ 10¢
the total value is 80 ¢.
4 what is the total value of the quarters?
25¢ 25¢ 25¢
the total value is 75 ¢.
5 gavin and elena have the same amount of money. gavin has 1 nickel. elena has 5 coins. what coins does elena have?
elena has ____________.
6 riley and jose have the same amount of money. riley has 2 dimes. jose has 4 coins. what coins does jose have?
jose has ____________.
what are two different ways to make 50 cents?

Explanation:

Problem 1: Total value of pennies

Step1: Count the number of pennies

There are 6 pennies, each worth 1¢.

Step2: Calculate total value

Total value = Number of pennies × Value per penny = \( 6 \times 1 = 6 \)¢.

Step1: Count the number of nickels

There are 7 nickels, each worth 5¢.

Step2: Calculate total value

Total value = Number of nickels × Value per nickel = \( 7 \times 5 = 35 \)¢.

Step1: Count the number of dimes

There are 8 dimes, each worth 10¢.

Step2: Calculate total value

Total value = Number of dimes × Value per dime = \( 8 \times 10 = 80 \)¢.

Answer:

6

Problem 2: Total value of nickels