close
    a triangular prism

     what is a triangular prism

    0  Views: 1340 Answers: 3 Posted: 11 years ago

    3 Answers

    Video here>>http://study.com/academy/lesson/what-is-a-triangular-prism-definition-formula-examples.html


    data:image/jpeg;base64,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


    https://www.mathsisfun.com/definitions/triangular-prism.html

    ....two triangular bases and three rectangular sides

    While the advantages of this particular watch from a practical standpoint link are probably rather abstract it is from the sheer fun standpoint most successful the first time you link press the chronograph start button and that seconds hand leaps away link from the zero mark like a goosed greyhound your eyebrows go right up to your hairline.



    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

    Nền Tảng Game Bắn Cá Uy Tín
    Answers: 0 Views: 6 Rating: 0
    nike9betgame
    Answers: 0 Views: 6 Rating: 0
    7mbrcom
    Answers: 0 Views: 8 Rating: 0
    dubai palace
    Answers: 0 Views: 10 Rating: 0
    GA888
    Answers: 0 Views: 6 Rating: 0
    Kèo Bóng Đá
    Answers: 0 Views: 6 Rating: 0
    TG777 Casino
    Answers: 0 Views: 6 Rating: 0
    > More questions...
    501939
    questions
    745032
    answers
    840477
    users