Consider the triangular pyramids shown.

Pyramid 1
Pyramid 2
Pyramid 1 has 4 triangular sides with areas 44 meters squared, 62 meters squared, 24 meters squared, and 55 meters squared.
[Not drawn to scale]
Pyramid 2 has 4 triangular sides with areas 24 meters squared, 56 meters squared, 33 meters squared, and 14 meters squared.
[Not drawn to scale]

Pyramid 3
Pyramid 4
Pyramid 3 has 4 triangular sides with areas 26 meters squared, 60 meters squared, 31 meters squared, and 10 meters squared.
[Not drawn to scale]
Pyramid 4 has 4 triangular sides with areas 30 meters squared, 44 meters squared, 32 meters squared, and 15 meters squared.
[Not drawn to scale]

Which has the least lateral area? (Recall the formula for the area of a triangle, A = one-half b h)
Pyramid 1
Pyramid 2
Pyramid 3
Pyramid 4