AIR MATH

Math Question

Circle \( K \) is centered at \( K(-1,0) \) and passes through point \( L(-4,2) \). Caleb thinks that point \( M(0, \sqrt{11}) \) lies on circle \( K \). Is Caleb correct? Why or why not? Yes, because \( \overline{M K} \) is the same length as the radius of circle \( K \). Yes, because \( \overleftrightarrow{M L} \) passes through \( K \). No, because \( \overline{M K} \) is not the same length as the radius of circle \( K \). No, because \( \overleftrightarrow{M L} \) does not pass through \( K \).

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