5
Question
Students in a college decide to form a philatelic club. The requirements for being a member of this club is that the number of stamps a member owns must be a perfect square. Also, each member must have a number of stamps which differs by 192 from only one other member. If this club eventually grows to have its maximum possible number of members, determine the difference between the greatest number of stamps owned by a member and the least number of stamps owned by a member.
Students in a college decide to form a philatelic club. The requirements for being a member of this club is that the number of stamps a member owns must be a perfect square. Also, each member must have a number of stamps which differs by 192 from only one other member. If this club eventually grows to have its maximum possible number of members, determine the difference between the greatest number of stamps owned by a member and the least number of stamps owned by a member.
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Solution
The correct option is D 2397
Option D is the correct answer. Check the video for the approach.
Option D is the correct answer. Check the video for the approach.
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