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Multiple Choice
Evaluate the following square root.
A
11i
B
11
C
−11
D
−10
Verified step by step guidance
1
Identify the expression to evaluate: the negative square root of 121, written as \(-\sqrt{121}\).
Recall that the square root symbol \(\sqrt{\cdot}\) represents the principal (non-negative) square root of a number.
Calculate the square root of 121 by finding the number which, when squared, equals 121. This means solving \(x^2 = 121\) for \(x\).
Since 121 is a perfect square, determine its positive square root value.
Apply the negative sign in front of the square root to get the final expression: \(-\sqrt{121}\) equals the negative of the positive root found in the previous step.