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sqrt()The function returns the square root of a positive floating point number. Since the square root of a negative number is undefined, it returns NAN. This is one of the most commonly used functions.
This function always returns a floating point number.
sqrt ( float $arg ) : float
Serial number | Parameters and description |
---|---|
1 |
arg The number whose square root is required |
PHP sqrt() function returns the square root of the given arg number. For negative numbers, the function returns NAN.
This function is available in PHP 4.x, PHP 5.x and PHP 7.x versions.
Online Demonstration
The following example calculates the square root of 100−
<?php $arg = 100; echo "Square root of " . $arg . "=" . sqrt($arg) . "</p><p>"; ?>
This will produce the following result−
Square root of 100=10
Demonstration
For sqrt(2), 1/sqrt(2) and sqrt(3), PHP has special predefined constants M_SQRT2, M_SQRT1_2 and M_SQRT3 respectively. −
<?php echo "sqrt(2) = " . sqrt(2) . "</p><p>"; echo "M_SQRT2 = " . M_SQRT2. "</p><p>"; echo "sqrt(3) = " . sqrt(3) . "</p><p>"; echo "M_SQRT3 = " . M_SQRT3 . "</p><p>"; echo "1/sqrt(2)) = " . 1/sqrt(2) . "</p><p>"; echo "M_SQRT1_2 = " . M_SQRT1_2 . "</p><p>"; ?>
This will produce the following results −
sqrt(2) = 1.4142135623731 M_SQRT2 = 1.4142135623731 sqrt(3) = 1.7320508075689 M_SQRT3 = 1.7320508075689 1/sqrt(2)) = 0.70710678118655 M_SQRT1_2 = 0.70710678118655
Example
The mathematical constants M_SQRTPI and M_2_SQRTPI represent sqrt respectively (Π) and 2/sqrt(Π) −
<?php echo "sqrt(pi) = " . sqrt(M_PI) . "</p><p>"; echo "M_SQRTPI = " . M_SQRTPI. "</p><p>"; echo "2/sqrt(pi) = " . 2/sqrt(M_PI) . "</p><p>"; echo "M_2_SQRTPI = " . M_2_SQRTPI . "</p><p>"; ?>
This will produce the following −
sqrt(pi) = 1.7724538509055 M_SQRTPI = 1.7724538509055 2/sqrt(pi) = 1.1283791670955 M_2_SQRTPI = 1.1283791670955
Demonstration
sqrt(-1) is undefined and therefore returns NAN
<?php echo "sqrt(-1) = " . sqrt(-1) . "</p><p>"; ?>
This will produce the following result−
sqrt(-1) = NAN
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