Answer
strikingly attractive men $2(\%)$, average-looking men $59(\%)$, and good-looking men $27(\%)$.
Work Step by Step
Step 1. Assume the percentage of strikingly attractive men is $x$; then the percentage of average-looking men is $x+57$, and the percentage of good-looking men is $x+25$.
Step 2. As the sum of the above percentages is $88$, we have $x+x+57+x+25=88$ or $3x=6$; thus $x=2(\%)$
Step 3. The results are: strikingly attractive men $2(\%)$, average-looking men $59(\%)$, and good-looking men $27(\%)$.
