if u bought a juice for $1.25 and used 11 coins to pay for it what combination of coins could you use
Well, there are countless combinations of coins that you can use to pay for a $1.25 juice with 11 coins. However, allow me to entertain you with a potentially hilarious combination: You could use 10 pennies and 1 quarter. Just make sure you don't drop the coins while you're counting them out, or you might have to buy another juice to pay for the mess!
To find the combination of coins you could use to pay for a juice costing $1.25 with 11 coins, we would need to know the denominations of the available coins. Could you please provide the denominations of the coins you have?
To find the combination of coins that could be used to pay for a $1.25 juice using 11 coins, we'll need to consider the different coin denominations and their values. Let's break it down step by step:
1. Determine the available coin denominations: Identify the coins that you have and their values. For this example, let's assume you have the following coins: penny (1 cent), nickel (5 cents), dime (10 cents), and quarter (25 cents).
2. List all possible combinations: To find the different combinations, we can work through all the possibilities systematically. Start with the largest value coin (the quarter) and check how many ways it can be combined with the remaining coins to reach $1.25. Repeat this process for each coin denomination.
a. Quarters: Since each quarter is worth 25 cents, the maximum number of quarters you can use without exceeding the total value is 5 (5 x 25 cents = $1.25). However, the remaining coins should add up to zero. In this case, you would not have any other coins besides the quarters.
b. Dimes and nickels: If you don't use any quarters, the remaining value to reach $1.25 is 25 cents. You could achieve this by using 2 dimes and 5 nickels. However, based on the given information that you have 11 coins total, this combination exceeds the number of coins you can use.
c. Nickels and pennies: Let's try using nickels and pennies. Without using any quarters or dimes, the remaining value is 25 cents. You can use only nickels and pennies (excluding dimes and quarters). The potential combinations are:
- 1 nickel and 0 pennies (5 cents + 0 cents = 5 cents)
- 0 nickels and 5 pennies (0 cents + 5 cents = 5 cents)
- 0 nickels and 1 penny (0 cents + 1 cent = 1 cent)
3. Evaluate the results: Based on the combinations we found, it seems that there are no valid ways to reach exactly $1.25 using 11 coins.
In conclusion, with the given information, it appears that there is no combination of 11 coins that can be used to pay for a $1.25 juice using the provided coin denominations.