How to symbolize the following sentence

I need some help with the following:

It is from the Logic book (4th Ed)

Let

 A:Albert jogs regularly

 H: Albert is healthy
  
 B:Bob jogs regularly

Given this sentence:
If Albert is healthy,he jogs regularly iff Bob does

I took the sentence up to iff as if X then Y.

I thought of several symbolizations.
Here are two of them:

H=>(A=B)

(~H v A)=B

(The answer is on the CD , but don’t want to look,
rather discuss first)

Any help would be appreciated.