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There are six routes between Connie’s home and her place of work. In how many different...

  1. There are six routes between Connie’s home and her place of work.
  1. In how many different ways can she go to and from work?
  2. In how many different ways can she go to and from work if she doesn’t want to use the same route both ways?
  3. If two of her six routes have been made into one-way streets (in opposite directions), in how many ways can she go to and from work, assuming that she is willing to use the same route both ways?
Math   Statistics-And-Probability   
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