1.08^2 = 1.1664 - Parker Core Knowledge

Understanding 1.08² = 1.1664: A Clear Breakdown of Squaring a Decimal

Mathematics is full of elegant patterns, and one such simple yet powerful concept is squaring a decimal—especially when it comes to values like 1.08. The equation 1.08² = 1.1664 is a fantastic example of how decimal multiplication works when applied consistently. In this article, we’ll explore why 1.08 squared equals 1.1664, break down the math step-by-step, and explain why understanding decimals matters in everyday calculations.

Understanding the Context

What Does 1.08² Mean?

The expression 1.08² means “1.08 multiplied by itself.” Squaring a number is one of the fundamental operations in arithmetic, and when applied to decimals, producing accurate results like 1.1664 confirms our understanding of decimal multiplication.

Math Behind 1.08 × 1.08 = 1.1664

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Key Insights

Let’s calculate 1.08 × 1.08 manually using decimal multiplication to understand why the result is 1.1664.

Step-by-Step Multiplication Process:

We treat both numbers as:

   1.08<br/>
×  1.08</p>
<hr/>
<p><code>

Break it down using standard two-column multiplication:

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Final Thoughts

Times the decimal point’s position:
Since both numbers have two decimal places, the final answer must have four decimal places.
Calculate: 108 × 108 = 11,664
Place the result with four decimal places:
So, 108 × 108 becomes 1.1664

Putting it together:

1.08
× 1.08

864   (108 × 8)

1080 (108 × 10, shifted left one place)
10800 (108 × 100, shifted left two places)

1.1664
```

Sum all shifted partial products:

864
- 10,800
- 10800
  = 1.1664

Thus, 1.08² = 1.1664