Drilldo/questionTemplate.json at main · VUT-FEKT-IBE/Drilldo · GitHub

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[
  {
    "number": 1,
    "question": "Rozdělení EZ podle napětí mezi vodiči v uzemněné střídavé soustavě je:",
    "image": "",
    "answers": [
      {
        "text": "mn do 25 V; nn do 500 V; vn do 52 kV",
        "correct": false
      },
      {
        "text": "mn do 50 V; nn do 1000 V; vn do 52 kV",
        "correct": true
      },
      {
        "text": "mn do 230V; nn do 24 kV; vn do 52 kV",
        "correct": false
      }
    ]
  },
  {
    "number": 2,
    "question": "Vyberte pravdivá tvrzení o čtverečníku",
    "image": "",
    "answers": [
      {
        "text": "Mezislovní mezery mají v průměru velikost třetiny čtverečníku",
        "correct": true
      },
      {
        "text": "Čtverečník se též značí \"en\" ",
        "correct": false
      },
      {
        "text": "Čtverečník má větší velikost než půlčtverečník",
        "correct": true
      },
      {
        "text": "Čtverečník je totéž jako kuželka",
        "correct": false
      },
      {
        "text": "Velikost čtverečníku se odvozuje od použitého písma",
        "correct": true
      }
    ]
  },
  {
    "number": 3,
    "question": "\\((a + b) ^ 2\\) equals:",
    "image": "",
    "answers": [
      {
        "text": "\\(a^2 + b^2\\)",
        "correct": true
      },
      {
        "text": "\\(a^2 + 2ab + b^2\\)",
        "correct": false
      }
    ]
  },
  {
    "number": 4,
    "question": "Drilldo",
    "image": 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",
    "answers": [
      {
        "text": "YES",
        "correct": false
      },
      {
        "text": "OMG YES",
        "correct": true
      }
    ]
  }
]