Find Two Numbers Whose Product Is 12 and Whose Sum $- \sqrt { 12 } , - \sqrt { 12 } \text { and } \sqrt { 12 } , \sqrt { 12 }$

Multiple Choice

Find two numbers whose product is 12 and whose sum of squares is minimum?

A) (2, 6) and (-2, -6)
B) $- \sqrt { 12 } , - \sqrt { 12 } \text { and } \sqrt { 12 } , \sqrt { 12 }$
C) (3, 4) and (-3, -4)
D) $- \sqrt { 3 } , \sqrt { 4 } \text { and } \sqrt { 3 } , \sqrt { 4 }$