Uma sociedade empresária ocupa um prédio de 6 andares e em ...
Próximas questões
Com base no mesmo assunto
Q1933565
Estatística
Uma sociedade empresária ocupa um prédio de 6 andares e em
cada andar há uma impressora para uso dos funcionários. Cada
funcionário tem que acessar apenas a impressora do andar e não
tem acesso às impressoras dos outros andares. Como não havia
um controle no uso das impressoras, foram então coletadas
durante 50 dias informações sobre o número de impressões de
cada andar. O boxplot abaixo mostra a distribuição do número de
impressões do segundo andar, onde MIN = 20, Q1 = 130,
Q2 = 250, Q3 = 360, MAX = 500.
![Imagem associada para resolução da questão](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANUAAACMCAYAAADrwey8AAAPB0lEQVR4nO3dfVRVdb7H8fc+z+eACFEhYZiDjVEXzYdE7yglmeazFY49rbz3ukqrmW6rlTm2erhT6eTcclnd0rR0YGK1sMxQKa+OcdGrpOJDxIiRKCJJmiQgT+dhn33/cCQdNmjePWy2fl9/wY/jb3/2WefjPpzD+f0UTdM0hBCGsZkdQIhLjZRKCINJqYQwWIel2lWwhszMTD7bXARAUcE6Mld9RktQJVh3lOw/Z7G1pKJTggphFR2W6tN1f2HcvfcyatjNVBSuoqDCw20JLSxYkceiBW8ybOwkNix9g6Mt4c7KK0SX5+johwNuuo6cxQtpjL6JgeFD9B30AL2uO0Xtyg9o9HanZ0w0NyeqfPu9xjXXdVZkIbq2Dkt19788haaF+d1jj+FP60ugOYDqb8EeeQWOYD2aptHQ7CYxorPiCtH1Ke2+TxU6xYoly2kJhanz9uDhO5P5w1sfEBvpZPCkmZwqzGR/IIr6eju/f/63uG3KeQ+2d+9etm7d2mY8KioKu91ObW0tEyZMIDExkaamJjIzM9E0jYceeojIyEgqKyvJy8sjMjKSadOm4XK5WudMSEhg8uTJKIpCfn4++/btIyUlhbS0NFRVJTc3l+rqatLT00lOTkZVVd577z3C4TBTpkwhPj6eY8eOsXr1agCmT5+O1+ulvLyc9evXExsbS0ZGBg6Hg+3bt1NUVERSUhJ33nknmqaRl5fH4cOHGTx4MKmpqaiqSk5ODrW1tYwePZo+ffrQ1NREdnY2gUCABx98kO7du3P06FFWr15Nt27dmDp1Kl6vl3379pGfn098fDx33XUXiqKwZcsWiouLSU5OJj09nXA4zNq1a6mqqiItLY2UlBSKi4vZsmXL/+8R8Q8watQo+vbta3aMTtP+lcrRjX/9zb+fM/Taazf/9M3AF3/+wRwOIiLaXtZefvllFixYQDAYxG63A6AoCj6fr/VrALvdjs/nw+v1tpnT4/G0jrlcLiIiInC5XK1jHo+HiIgIHI6fTtnn8xEOh7HZTv9q6XQ6W/OdGdOb/8zt3G73OXOdfUxFUfB6vQQCgdZjnjknp9N5zjlFRETg9Xpbxy72nNq7fy/GSy+9xAsvvGDIXGffT5eD9q9UnSg1NZXt27ebHUOcZfTo0WzYsMHsGJYk71MJXevWrTM7gmVJqYSus59mip9HSiV05ebmmh3BsqRUQtf8+fPNjmBZUiqhKyUlxewIliWlEroWL15sdgTLklIJXU6n0+wIliWlEroWLlxodgTLklIJXTk5OWZHsCwpldA1ZswYsyNYlvyZkhAGkyuV0NUF/q+1LCmV0DVnzhyzI1iWlEroKigoMDuCZUmphK5HHnnE7AiWJaUSumbMmGF2BMuSUgldwWDQ7AiWJaUSuqZPn252BMuSUgld5eXlZkewLCmV0PXiiz9/YR9xmpRK6Bo3bpzZESxLSiV01dfXmx3BsqRUQldGRobZESxLSiV01dXVmR3BsqRUQldWVpbZESxLSiV0XU5rnxtNSiV0HThwwOwIliWlErrkLyouXgelUjlctp99ZeUE/7ZRYtXBUopLDxBSw9R8X0nxX0tp9Ic6J6noVEbtHnI5ardU/lPHKa/8jv/JeZvPdhyieNNqcreV0NTip/FEOW8t+ZDqg7t5a0Ue8hnRS09mZqbZESyr3VK5u8WRlHg1ijOS2BgXm/I3odX9yM7C3Rzev4eY5BGMvv0Ojn67C/nk9aUnPj7e7AiW1eHvVIpi5+oru7H3q2/wBz1MeWA6Cf6v2VZW23obl8vbwQzCqjZv3mx2BMtqt1R131VQeqiaYDiI2xdJSt+rWLfhL5T86ONXI1I5tudzPv88j2uTB6Kcf2dSYTGzZ882O4Jltbs9aberr+EXp1pQe99Hn6Te2EL/RFn5Ibxp/0yvHlfQ44kojtcHSU/qw4V2au/evezcubPNeE1NDdnZ2TQ1NTFq1Ch69+5NfX09K1euRNM0pk2bRlRUFBUVFWzcuBGfz0dGRgZut5vdu3eza9cu4uPjGTduHDabjfz8fA4cOMANN9zAiBEjUFWVtWvX8sMPPzB06FBSUlJQVZXly5cDp9e4S0xMpLq6mry8PDRN44EHHsDn81FWVkZBQQHR0dFMmTIFp9NJYWEhJSUlJCYmMmbMGDRNY/369VRVVdGvXz9SU1MJh8Pk5OTQ0NBAWloaffv2paGhgY8//phgMMjdd99NbGwsVVVV5OXltW6H2lXU19ezbNkys2OcQ1VVJk+e3OWfmsq6fybbuXMnDoeDAQMGmB3lHGfvhdxVzJ07lzvuuIP09HSzo3Soa91rosvoaoWyErnnhDCYlEoIg0mphDCYlEoIg0mphDCYlEoIg0mphDCYlEoIg0mphDCYlEoIg0mphDCYlEoIg0mphDCYlEoIg0mphDCYlEoIg0mphDCYlEoIg0mphDCYlEoIg0mphDBYu+v+ARw/+Fe2flXGgF+NIt7TxKaCbfhDkDpyHFfZ6/j8i230TL6Fgb9M6Ky8QnR5HVypQlT/2MgtN1zJS/MWUn9kD1sP+xk+fDixERqLX3+DXikDWPX2Io77w52XWIguroNSOeg/eAjdfW5cvu64o3rgrj/E4iVvc+hINd8FI0nu1YtBPVsorTZ9PU4huowOn/75T53gzcUfMOvR3xN1bQwvPHszldtz+NN/78QWDqFpGs0BDz5fZ8W9NFVUVOCTO/G8ampqzI5wQTooVYA358zgSEwapV9uQfkhhh1fHeDkkTJGTP0NxzYU8/aydznW0oO7r7yw1ztKSkrYu3dvm/GTJ0+yatUqmpubSUtLIzExkVOnTrFmzRo0TWPy5Ml069aNI0eOUFBQgNfrZeLEibhcLoqLiykuLiYuLo7bb78dm83G1q1bOXToEH369GHo0KGoqsqGDRuoqalh0KBBJCcno6oqH374IQAjR44kISGB48ePs3HjRjRN45577sHr9VJeXk5hYSHdu3dn7NixOBwOioqK2L9/PwkJCYwcORJN0/jiiy+orq7mxhtvZODAgYTDYXJzc2lsbGTYsGEkJSXR2NjI2rVrCYVCjB8/npiYmNZ11cWFuffee82OcF4drKWu4W/xo4bDKIoNl8tBIBBAsTlxu50QDtHiD+BwunE67Bd0sGAwSDAYbDN+6623snnzZjRNw+12Y7fbCYfDtLS0AODxeLDZbKiqit/vR1EUPB4PiqK0zmm323G5XCiKQiAQIBQK4XA4cLlcaJqG3+8nHA7jdDpxOp2nr7LNzQCtx1RVlUAggKZpeL1eFEUhFAoRCASw2Wy43e5z5rfb7bjdbjRNIxAIoKrqOfOfOabL5cLhcBAOh/H7/Wia1npOO3bs4P7778frlS2Jzuf7778nJyeny6+l3sGVSsHt8Zwz4vWedXOb49zvL8CZB9zfs9lsbR5UNputzVMiu93eZkxvTpfLhcvl+ulM/lbCsymKojv/3+dwOBw4HOeep978bre7zfx/f0y981QUhY8++qjLbVDQFc2dO9fsCBdE3qcSwmBSKiEMJqUSwmBSKiEMJqUSwmBSKiEMJqUSwmBSKiEMJqUSwmBSKiEMJqUSwmBSKiEMJqUSwmBSKiEMJqUSwmBSKiEMJqUSwmBSKiEMJqUSwmBSKiEMJqUSwmBSKiEM1n6ptDCNTafXxdM0lYb6ehqb/QCoQT/19fX4Q2qnhBTCStotVd6KBQz99aMA/Hh4Jx+t+ozfPflbjtQ3s3TBy3y05mNenPcebZfGFOLy1m6phk58kNuSewBwRa9buGvSbVwTHYlWd4gDwWuZ8eC/Edv8FVV1nZZVCEtot1SxV12FXTn9dTjkZ1fhNlSHg2NHTxB2nF6N1eNyt/fPhbhstVuqkyeO0dDQwA8navluXznXDRzK1REhTnqvwXd8L9+Wl1IdiCMuqjPjCtH1tVuqQ9+UMWXcnewrqySmZwylu3eTMm4mo/v14alnZvFNaTmPz3kSn9KZcYXo+jrY9cN42dnZvPHGG23GDx48yMiRI6msrGTRokUMGzaMmpoaxo8fj6ZprFmzhri4OL788kuefPJJ4uLiyM7OJjIysnXOQYMG8c4776AoCvPmzSM3N5eMjAyeeeYZgsEgjz76KMXFxTz33HNMmjSJYDBIeno6wWCQd999l/79+1NaWsrDDz+Mpmnk5eURHR1Nfn4+c+bMISkpiRUrVuDxeFiyZAnLly8nPT2dV199FU3TePrpp9myZQszZsxg5syZhEIh7rvvPiorK5k3bx6jRo2ipqaGjIwMGhsb+eSTT+jZsyc7duxg1qxZbTZBEG0Fg0GysrJISUkxO0qHOrVU7UlNTWX79u1mxxDCEPLmr9D1+OOPmx3BsqRUQldRUZHZESxLSiV0PfbYY2ZHsCwpldA1ffp0syNYlpRK6DqzH7L4+aRUQpdcqS6elEroOnz4sNkRLEtKJXS9/vrrZkewLCmV0DV8+HCzI1iWlEroqquTz/RcLCmV0DVhwgSzI1iWlEoIg0mphK7ly5ebHcGypFRC1/XXX292BMuSUgldX3/9tdkRLEtKJXTNmjXL7AiWJaUSumw2eWhcLLnnhK68vDyzI1iWlEroioqSZbIulpRK6Nq0aZPZESxLSiV0Pfvss2ZHsCwpldDVu3dvsyNY1nlKpVF79Fsyly1jW/FBNE2jbHcBy/70Ad+dbOmchMIUWVlZZkewrPNeqWobWsi4/z4+/K//oOJgMX9eu49pYwez8PUlhExfMVD8o7hcLrMjWNZ5SqVw3S9TcGp1aPY4gscqiPzFTUTFxOEMnkCV7akuWe+//77ZESzrvFeqYHMd7/znH/n1E08R3d2D1tRIOBQCRwSKrKN+yVq6dKnZESzrPAt4h1m75CW+POYi4n83kDA2neDBP7Lo7SJuGjYGp/3nHay9tdQbGxuZOnXqZbmW+p49e5g5cyY9evQgKyuL6OhoPv30U+bPn0+/fv1YunQpNpuN1157jZUrVzJx4kSef/55QqEQTzzxBEVFRcyePZupU6eSk5Nj2MfgKyoqGDJkiCFzvfLKK4wePdqQuaygS6ylLsSlRF5SF8JgUiohDCalEsJgl9VOY4WFhZSUlJgdQ1xihgwZQv/+/Vu/lxcqhDCYPP0TwmBSKiEM9n+yJWiH6IZ2awAAAABJRU5ErkJggg==)
A distribuição do “número de impressões no segundo andar” possui:
A distribuição do “número de impressões no segundo andar” possui: