Answer :
Sure! Let's go through the problem step by step to find the correct equation that represents the amount of water James has left.
1. Understanding the problem:
- James bought 3 bottles of water.
- Each bottle contains 16 fluid ounces.
- James drank 22 fluid ounces of water.
2. Calculate the total amount of water James had initially:
- Since each bottle contains 16 fluid ounces, we need to determine the total amount of water in all three bottles.
- Multiply the number of bottles by the amount of water in each bottle: [tex]\( 3 \times 16 \)[/tex].
- This gives us: [tex]\( 3 \times 16 = 48 \)[/tex] fluid ounces.
3. Determine how much water James drank:
- James drank 22 fluid ounces.
4. Calculate the remaining amount of water:
- To find out how much water James has left, subtract the amount he drank from the total amount he initially had.
- Subtract: [tex]\( 48 - 22 \)[/tex].
- This calculation gives us: [tex]\( 48 - 22 = 26 \)[/tex] fluid ounces.
5. Formulating the equation:
- The equation that correctly represents the situation is: [tex]\( 3 \times 16 - 22 = w \)[/tex].
So, the correct equation to find the amount of water James has left is [tex]\( 3 \times 16 - 22 = w \)[/tex]. This means after drinking, James has 26 fluid ounces of water left.
1. Understanding the problem:
- James bought 3 bottles of water.
- Each bottle contains 16 fluid ounces.
- James drank 22 fluid ounces of water.
2. Calculate the total amount of water James had initially:
- Since each bottle contains 16 fluid ounces, we need to determine the total amount of water in all three bottles.
- Multiply the number of bottles by the amount of water in each bottle: [tex]\( 3 \times 16 \)[/tex].
- This gives us: [tex]\( 3 \times 16 = 48 \)[/tex] fluid ounces.
3. Determine how much water James drank:
- James drank 22 fluid ounces.
4. Calculate the remaining amount of water:
- To find out how much water James has left, subtract the amount he drank from the total amount he initially had.
- Subtract: [tex]\( 48 - 22 \)[/tex].
- This calculation gives us: [tex]\( 48 - 22 = 26 \)[/tex] fluid ounces.
5. Formulating the equation:
- The equation that correctly represents the situation is: [tex]\( 3 \times 16 - 22 = w \)[/tex].
So, the correct equation to find the amount of water James has left is [tex]\( 3 \times 16 - 22 = w \)[/tex]. This means after drinking, James has 26 fluid ounces of water left.
