The resulting coordinate of the vertices after the translation is J'(-4, -3), K'(0, -2), and L'(-4, -7)
Given the vertices of a triangle given as J(-2, 3), K(2, 4), and L(6, -1)
If the coordinates are translated using the rule (x, y) → (x - 2, y - 6), the resulting coordinate will be derived by shifting 2 units left and downward by 6 units
J' = (-2-2, 3-6) = (-4, -3)
K' = (2-2, 4-6) = (0, -2)
L' = (2-6, -1-6) = (-4, -7)
Hence the resulting coordinate of the vertices after the translation is J'(-4, -3), K'(0, -2), and L'(-4, -7)
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