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21 times 4

21 times 4

2 min read 19-10-2024
21 times 4

21 x 4: A Simple Multiplication Problem with Surprising Applications

The question "21 times 4" might seem like a straightforward, even trivial, multiplication problem. But when we delve deeper, we find that this simple calculation has connections to various fields, from everyday tasks to advanced concepts.

Understanding the Basics

Let's start with the obvious: 21 multiplied by 4 equals 84. This can be solved using basic multiplication techniques, such as repeated addition (21 + 21 + 21 + 21) or using a calculator.

Beyond the Calculation:

However, the value 84 itself holds significance in various contexts:

  • Time: 84 represents the number of minutes in 1 hour and 24 minutes.
  • Music: In music theory, a major scale contains 84 intervals.
  • Computer Science: In binary code, 84 is represented as 1010100.
  • Literature: The number 84 plays a key role in the classic novel "The Hitchhiker's Guide to the Galaxy" as the "Answer to the Ultimate Question of Life, the Universe, and Everything."

Practical Applications:

Now, let's explore how this calculation is used in everyday life:

  • Shopping: If you buy 4 items that cost $21 each, the total cost would be $84.
  • Construction: If a carpenter needs to cut 4 pieces of wood, each 21 inches long, they'll need a total length of 84 inches.
  • Cooking: A recipe for 4 servings calls for 21 grams of an ingredient. You'll need 84 grams for the entire recipe.

Beyond the Obvious:

While the calculation itself is simple, its application can be expanded into more complex scenarios:

  • Algebra: The equation "x * 4 = 84" can be solved to find the value of x, which is 21.
  • Geometry: The area of a rectangle with a length of 21 units and a width of 4 units would be 84 square units.

Conclusion:

While "21 times 4" might seem like a basic multiplication problem, its application extends far beyond simple calculations. The number 84 emerges as a significant figure in diverse contexts, showcasing the interconnected nature of mathematics and the world around us. So, the next time you encounter this calculation, remember that there's more to it than meets the eye.

Note: This article was inspired by various online resources, including discussions on GitHub. Please refer to these resources for further exploration:

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