Questions: Find all real square roots of 4 .

Solution Steps

To find all real square roots of a number, we need to identify all real numbers that, when squared, equal the given number. For the number 4, we check which numbers squared result in 4. Both 2 and -2 satisfy this condition because \(2^2 = 4\) and \((-2)^2 = 4\). Therefore, the real square roots of 4 are 2 and -2.

To find all real square roots of \(4\), we need to determine the values of \(b\) such that \(b^2 = 4\).

The positive square root of \(4\) is calculated as: \[ \sqrt{4} = 2 \]

The negative square root of \(4\) is: \[ -\sqrt{4} = -2 \]

Final Answer