What are the greatest lower bound (GLB) and the least upper bound (LUB) of the sets A = {3, 9, 12} and B = {1, 2, 4, 5, 10} if they exist in poset (z+, /)

1
A (GLB – 3, LUB - 36) ; B (GLB – 1, LUB - 20)
2
A (GLB – 3, LUB - 12) ; B (GLB – 1, LUB - 10)
3
A (GLB – 1, LUB - 36) ; B (GLB – 2, LUB - 20)
4
A (GLB – 1, LUB - 12) ; B(GLB – 2, LUB - 10)

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