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Use symmetry to solve.

Think of a possible arrangement of the eight children with A to the right of B.  For example:

C, F, D, G, B, E, A, H

Then, there would be a "mirror image" arrangement:

H, A, E, B, G, D, F, C

in which A was to the left of B. For every arrangement in which A is to the right of B, there must be exactly one in which A is to the left of B. There's a 1-to-1 correspondence, so the two numbers are equal, and the probability is exactly 50%.

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