HealthHub

Location:HOME > Health > content

Health

Calculating Liquid Consumption: The Case of Sam and Alex

March 20, 2025Health2286
Calculating Liquid Consumption: The Case of Sam and Alex In a simple b

Calculating Liquid Consumption: The Case of Sam and Alex

In a simple but engaging math problem, we can explore the concept of liquid consumption and how it can be calculated. Let's dive into the story of Sam and Alex, both of whom drank from a 320 ml water bottle. The question at hand is: How much water did Alex consume?

How Much Did Sam Consume?

First, let's determine how much water Sam drank. Sam consumed (frac{3}{4}) of a 320 ml bottle.

To find this, we perform the following calculation:

[ text{Water Sam drank} frac{3}{4} times 320 text{ ml} 240 text{ ml} ]

Calculating Alex's Consumption

Next, we need to figure out how much water Alex drank. According to the problem, Alex drank (frac{2}{3}) of what Sam drank. To solve this, we take 240 ml and calculate (frac{2}{3}) of it.

The calculation is as follows:

[ text{Water Alex drank} frac{2}{3} times 240 text{ ml} 160 text{ ml} ]

Therefore, Alex drank 160 ml of water.

Real-World Application

Understanding these kinds of problems is important in our daily lives, especially when dealing with measurements and proportions. Whether you are preparing a recipe, monitoring your daily water intake, or any other situation where liquid consumption is involved, being able to perform these calculations accurately can be very helpful.

Conclusion

In summary, Alex drank 160 ml of water. This problem not only helps to improve your mathematical skills but also enhances your ability to handle real-world scenarios involving liquid consumption.

Keywords for SEO

Key terms related to this problem include liquid consumption, math problem, and water measurement. These keywords can help improve the visibility of this article and make it easier for readers to find.

Feel free to use these calculations for any similar problems you might encounter. Practice makes perfect, and understanding these concepts will make your calculations faster and more accurate.