close
    1. Home
      2. ›
    2. Science & Mathematics
      3. ›
    3. Mathematics
      4. ›
    4. 70 PPL BOUGHT TICKETS 4 A DINNER, THEY WILL SIT 6 PPL 2 A TABLE HOW CAN THEY B SEATD AT THESE TABLES WITH AN EQUAL NUMBER OF PPL AT EACH TABLE
    70 PPL BOUGHT TICKETS 4 A DINNER, THEY WILL SIT 6 PPL 2 A TABLE HOW CAN THEY B SEATD AT THESE TABLES WITH AN EQUAL NUMBER OF PPL AT EACH TABLE

    Answer this
    0  Views: 208 Answers: 2 Posted: 13 years ago
    Comment this question

      2 Answers

      14

      13 years ago. Rating: 0
      Comment this answer

        The tables may be set for 6, but for these 70 to be seated equally, there will be 5 people at each of the 14 tables Fish Girl answered.  There will be an empty seat at each table  (oooh...I want the extra salad).   14 x 5 = 70

        13 years ago. Rating: 0
        Comment this answer



          Did this answer your question? If not, then ask a new question.

          Top contributors in Mathematics category

           
          ROMOS
          Answers: 313 / Questions: 0
          Karma: 13510
           
          Colleen
          Answers: 367 / Questions: 0
          Karma: 6890
           
          country bumpkin
          Answers: 96 / Questions: 0
          Karma: 6240
           
          Bob/PKB
          Answers: 220 / Questions: 2
          Karma: 5030
          > Top contributors chart

          Unanswered Questions

          28betis
          Answers: 0 Views: 8 Rating: 0
          https://m88bet.day/
          Answers: 0 Views: 4 Rating: 0
          M88
          Answers: 0 Views: 5 Rating: 0
          001winlink
          Answers: 0 Views: 6 Rating: 0
          98WIN
          Answers: 0 Views: 7 Rating: 0
          sv388rucom
          Answers: 0 Views: 6 Rating: 0
          RICWIN – GAME BÀI TRIỆU ĐÔ – TẢI RICWIN ANDROID, IOS, APK 2025
          Answers: 0 Views: 8 Rating: 0
          sv88fan1
          Answers: 0 Views: 8 Rating: 0
          > More questions...
          497722
          questions
          733609
          answers
          834187
          users