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16 Squared

In math algebra, what is 16 squared, and what does “16 squared” mean in exponent form?

Subject: Math Algebra Chapter: Numbers Topic: PEMDAS Rule Answer included
16 squared 16^2 what is 16 squared square of 16 exponent notation powers and exponents multiplication evaluate exponent
Accepted answer Answer included

What Does “16 Squared” Mean?

In math algebra, the phrase 16 squared means 16 raised to the power of 2. In exponent notation, this is written as \(16^2\). Squaring a number means multiplying the number by itself exactly once.

Definition: For any number \(a\), “\(a\) squared” means \(a^2 = a \cdot a\).

Step 1: Rewrite in exponent form

“16 squared” becomes:

\[ 16^2 \]

Step 2: Expand the power as repeated multiplication

A power of 2 means two factors of 16:

\[ 16^2 = 16 \cdot 16 \]

Step 3: Multiply

Compute the product:

\[ 16 \cdot 16 = 256 \]

Result: \(16^2 = 256\).

Why the result is reasonable

Since \(16 = 4 \cdot 4\), squaring 16 is equivalent to:

\[ 16^2 = (4 \cdot 4)^2 = 4^4 = 256 \]

This confirms the value and connects squaring to other exponent rules commonly used in algebra.

Visualization: Squaring as area (16 by 16 grid)

Area model for 16 squared 16 units 16 units Area model: A square with side length 16 has area 16 × 16 = 256 So the square contains 256 unit squares. Side = 16 Area = side² = 16² = 256
Squaring can be interpreted as area: \(16^2\) equals the area of a 16-by-16 square, which is 256 unit squares.

Final answer

\[ 16^2 = 16 \cdot 16 = 256 \]

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