# bianca has total of 25c.She has some nickels and pennies.How many different combination of nickels and pennies could bianca have?

## 1 n and 20 c

2 n and 15 c

3 n and 10 c

4 n and 5 c

5 n

## 4 n and 5 c

## To find the different combinations of nickels and pennies that Bianca could have with a total of 25c, we can use a systematic approach by considering all the possible numbers of nickels she could have.

First, let's assume that Bianca has no nickels (0 nickels). In this case, she would have 25 pennies.

Next, let's consider if Bianca has 1 nickel. A nickel is worth 5 cents, so if she has 1 nickel, the remaining amount would be 20 cents. This means she would have 20 pennies.

Continuing this pattern, we can determine the different combinations for each possible number of nickels:

- 0 nickels (25 pennies)

- 1 nickel + 20 pennies

- 2 nickels + 15 pennies

- 3 nickels + 10 pennies

- 4 nickels + 5 pennies

- 5 nickels + 0 pennies

Therefore, Bianca has a total of 6 different combinations of nickels and pennies that could add up to 25 cents.