I read that statement as implying that argument A is equivalent to argument B. (Not (1) and (2), which are statements about arguments A and B)
And, if A implies B and B implies A, then it seems to me that A and B have to be equivalent to each other.
A: “Uniforms are good”
B: “Uniforms reduce bullying”
B->A: “If uniforms reduce bullying, then uniforms are good.”
~B->~A : “If uniforms do not reduce bullying, then uniforms are not good.”
“A is equivalent to B”: “The statement ‘uniforms are good’ is exactly as true as the statement ‘uniforms reduce bullying’.”
A->B: “If uniforms are good, then it is possible to deduce that uniforms reduce bullying.”
...does that help?