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Aright circular cone is inscribed in such a way that its vertex is at the center of the circular top of the hemisphere of diameter 6 inches. find the dimensions of the maximum volume of the inscribed cone? ​

Answers

  • Réponse publiée par: RoseTheShadowHunter
    Answer: h - hundreds digitt  - tens digitu - ones digitfind the number htu
    @ clue a :   h = u + [email protected] clue b : t = u + [email protected] clue c : h + t + u = 15
    from clue c: h + t + u = 15(u+8) + (u+4) + u = 153u + 12 = 153u = 15 - 123u = 3u = 1
    from clue b: t = 1 + 4 = 5from clue c: h = 1 + 8 = 9
    htu = 951 and 9+5+1 = 15
    number is 951
    read more on -
  • Réponse publiée par: calmaaprilgrace

    answer:

    Obtuse Angle

    Step-by-step explanation:

  • Réponse publiée par: cleik

    answer:

    Sorry i dont know ur birthday

    but mine is 19 - 2002 is -1983

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Aright circular cone is inscribed in such a way that its vertex is at the center of the circular top...