Square Root Symbol

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Square Root Symbol
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Shown and Explained

$Math - Symbol for Square Root$

Square Root Symbol . . .

Background - why symbols are used . . .

Symbols are used as a concise way of giving lengthy instructions

related to numbers and logic.

Math Symbols are a communication tool. Symbols are an invention which is used to eliminate the need to write long, plain language instructions to describe calculations and other processes.

The most valuable, most frequently used Symbols in
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The most important, most frequently used Miscellaneous symbols are listed below.

Miscellaneous Symbols - click description

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$Math - Ellipsis Symbol$

$Math - Plus-Minus$

Plus-Minus Symbol

$Math - Symbol for Infinity (Undefined)$

Infinity (Undefined)

$Math - Symbol for Square Root$

$Math - Symbol for Percent$

$Math - Symbol for Function of x$

$Math - Symbol for Factorial$

$Math - Symbol for Square Root$ Symbol for "Square Root" -

The symbols $Square Root$ , $Square Root$ , and $Square Root$ are equivalent to and interchangeable with one another.

All three symbols mean exactly the same thing: the square root of the number represented by "X".

The square root of the number represented by X is another number which can be multiplied by itself to equal X.

Example 1: $Square Root$ Square Root

Square Root of 256:

$Square Root$

The use of the plus-minus symbol is a short hand way of showing that the square root of 256 has two answers:

$Square Root$

(16)(16) = 256

(-16)(-16) = 256

Example 2: $Cube Root$ Cube Root

Cube Root of 64:

$Cube Root$

Note: there is only one solution, a positive 4

(4)(4)(4) = 64

Example 3: $Fourth Root$ Fourth Root

Fourth Root of 16:

$Fourth Root$

Note: there are two solutions

$Fourth Root$

(2)(2)(2)(2) = 16

(-2)(-2)(-2)(-2) = 16

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