Measurement, NAPX-p116963v01
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
Variant 0
DifficultyLevel
465
Question
The table below shows the session times of movies.
|
Frozen |
Tangled |
Peter Pan |
Cars |
Start Time |
9:45 am |
1:00 pm |
1:30 pm |
2:10 pm |
Finish Time |
11:45 am |
3:50 pm |
4:00 pm |
4:50 pm |
Which of these movies lasts two and a half hours?
Worked Solution
1:30 pm to 4:00 pm
= 2 hours and 30 minutes
∴ Peter Pan
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The table below shows the session times of movies.
>| | Frozen | Tangled | Peter Pan | Cars |
|:-:|:-:|:-:|:-:|:-:|
| Start Time| 9:45 am| 1:00 pm| 1:30 pm| 2:10 pm|
| Finish Time | 11:45 am| 3:50 pm|4:00 pm|4:50 pm|
Which of these movies lasts two and a half hours? |
workedSolution | 1:30 pm to 4:00 pm
>> = 2 hours and 30 minutes
$\therefore$ {{{correctAnswer}}} |
correctAnswer | |
Answers
U2FsdGVkX19byHWtu+rasJEuXScPpuEZQXqf/NHs7Zais5ZABU9cyT9Xk/L0wyf121gD0MMD/4Jw82ySFJnEX+6hdqhUZt9aRM5iB50nNQTOzA67bd6UhlCT4RxgXmjuzIy6lidt+bLhYbvG0vyDMiczEyGDGHJKB8OwczcEytdbR/2bSd6Bfk0NX11ToMBn7BN7K1Aimwat2/EIIekbzL0aHxTTW0/m49/8oZq+Pqm3Ire6w5rNSFfDBc+6AwLsJCIdl/o+dRy7j9Fz/XLkevKjD3UgJScu4keqSv4hUAfj+gjsfXSMZFNvw4hpqhHBudpDlhBpjLwRzgp9t6jSfM2RZUx44sXuuvPwgIHnnjOWMA64VXG02DcRoI25XFD+5cu2IeAeVbSAsb7XRmjiPz1ds2uCrDtLfG0/C/iZmDKLPmgmRQx4MAaq1qQdOXNIYnzqy33ZXF1rDu6e0C6FT95m8y6UoG1tiC8Rne5haxdsA83RqLo4XukT6oDuqDh9KlcMCaPlnrHSt8pHzTporoVavs9JegeZwDVbtJK/aGSGtPoET9Rv4Ev1gU4exSHh0+xMhQAf5L6s/3SYejIwcrC+/6exZYXcR+8TVu4iALwfXMhxBGvG3zbnFf/SDLudrpgdzTYZDsYATvK2QhwDlEsg1JqEO2ROdymBhB/pmskU6XZVEeoTLidrN4yFE2skoNhQqpOY9lY9IeA4taYz59jVnWj1GyfEyx8qVxbftJTzxaKjOxEt75OgnlKK02f65ShXG0f4yVXMZ4kDm3Y5U4Y0mTxvjZtx+Ytwvpw05iO9YY3Kx5DCKkq4Sv5MEXwBFkLUf26I1UJtATHva48tqszWxdRYaTJz+7ea9OegEdcxnYX5liam9s9jenlMLWbjwIIySGX0s1Jf1dDGoZDU6Ob279YvVP5qUWJ05L95PWpP6ZQYHMxAFixQ9Rs7dyK/S87eHBy42JWpr+n3Q4nTGfPZ+baZqIrwWB11dzzdFOvdg/SE+1fZugdInH0brdoHsuDXidJ4jkMfongoHETI7l24E4YnT0yODTjOjv+KTFX2ZbIsHDrlrY2JpwymQr0yuK+UBh2JQBPsudBoxkOZ/rAz72dcaWPqlAtvgB7UEvNLiLI08402f4tKALxdHor3CDeHIWJcKSZF9945r2lTpnf7lVars6zbaHLVwFoZSV2M1TGd1v/8rZ3U2rMSMuDIigJCF4qkjYx9bu2vz2toN0v7ka0PUcFDxzW2uA05MBBQXO6nFRFeBecQeEiWHAdFTP/PTTmzxKJ3s8W05gsUFAXe1MhrAcN3lJM0NsK41FScxXhA+vQJ4yrD24frKNvX2qFSuUrnZIxhYS3V4AKA60ocp2C/OpJuNgehI3c2OifRjoymnVcao6FCAtEVRAITf25lEEBbSzYZyU++XfRAG3m/amINm9MUMKzLaswHivDwPUkH05SyHP9QCRM5E6bcp99yR9HykcBf0VfVAbaHD5RUwB9SN4Tm3kPHf5TM6mnBFvsAMr7TYTu0lV2fE1PUOqk3VFxjq/Gm+EfPVjr90lYHc7YnjN8iJuZR9+kL89cRPwYB57hqT8tFXmQBNx8xk9yKaWjZXKplN4sGWZturLhZfaqz+Z49BfPrjUi4Kwa+3A1IVfTBdLgbEYMNK9UMYtRQQgrUZm1yob+3qToL4RceNP8B+HdrUJxjvUbAz5s8ofmc60d2ruXrqEWlAcpxUy/1Em2JFhFXR0wd52PYN2zTCUzw29cyaTnoTA0l4jPK4FeTA1oDQuJmxkYkfqYTN5xciOZ0I1JLDF81CJ2EqvGeCPNOTKuW2v2h/luLJDpvicDErIZ3KnYgeV2XUCoCYgWBjvKGgd80IWEZYGfQ+jHO5ttRZV8SD3/oDFimzjYvGTVNKNXSxm83UqiSwTWcmv5dhtXNuU85u2gPwjjnMt4db4+fvwztmLRhKs+PUqDIHii60ZRrRZmUlMptKye4xwBfXaoKUCJczrI3wMrVLhN2+8CZkCQqQocM5SvjSSZNJrLwLOoZQFJIEmIseQjb/AfSa/nprp5VXfwrh5sElKqJh43Dq4ZMhKovUbDQeZ6ATuQFA4pdEMZLR5o8BNiMml4UuN7stqKbM0uLNmE4OAhJ4I8yGJs5kUywUnMVUSE+GOx2aZwqohPnbPdHl1I15W/SesLvmVlaTMa4NTt9nEMMY2pSEkk6uYSaKu7sL31isCjQ++1R+NRehuhWHXHKlXXHBwldNt5pnVrEiF1GkQRc6ZMf8H9LVvOBHRr9/O4hFwVPueZ05b+JF30ks06jWP5L0iKjVOgyYXmNfb/Ym/xB3BOmruF2cKXTSy5br3NfssMAYUxM2gdryAyi9Y+9khQ6LJ+KtdVVrA0ZzUqP6/7BB3m6M1wRpI73F6Sy0+6PuFkbrGEiffOarzx6nMQTmQGTP0uv0MYPp/qc2hdRj/peWlXJ3J1ufFjiDOLLzqu9vGDhcMxW42qwedoAGGFCH2KVOg/mCqA3fHOarLhoAjltRoFhKyh7nLo/HU5aYcGLeHrBx0j7Bw8JWqp9KDf5N0bao6phKH8nfLjYnjLJt0jDN+I54kErkK2i1mCg/EElNGb23pztVxzfJEpHnIGYXumsT3cmHTq86OHbZdKRv2HGPzG9QmvPymcRnArx83iKoPBZRPmbfvsmyxXC30TG5Ep7ELxsm7mgWo2orCwmWs3hmI5P5ohXR7F7QEOQhqX7PGQ9Tu9FtwJHSnjEipfVbtOROgG1xsMKmN03W40xu08OJTmuVu88GSuBQtex7inOqMUNWW3Tkky5nc9xSTJGDuhWR+ikfgtMubAtV9LUTNqb9h2YwuGqVUx9XvFnmTTITxK/DkiUpVo1bxRGhJ4q9L6YabzL+FPnMWCknoc89fLpTKtnc7YZIIevah8dEsQ=
Variant 1
DifficultyLevel
462
Question
The table below shows the session times of movies.
|
Evil Dead |
Ed Wood |
Fight Club |
Blood Brothers |
Start Time |
2:00 pm |
3:10 pm |
3:45 pm |
4:30 pm |
Finish Time |
4:50 am |
5:40 pm |
5:15 pm |
7:20 pm |
Which of these movies lasts two and a half hours?
Worked Solution
3:10 pm to 5:40 pm = 2 hours and 30 minutes
∴ Ed Wood
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The table below shows the session times of movies.
>| | Evil Dead | Ed Wood | Fight Club | Blood Brothers |
|:-:|:-:|:-:|:-:|:-:|
| Start Time| 2:00 pm| 3:10 pm| 3:45 pm| 4:30 pm|
| Finish Time | 4:50 am| 5:40 pm|5:15 pm|7:20 pm|
Which of these movies lasts two and a half hours? |
workedSolution | 3:10 pm to 5:40 pm = 2 hours and 30 minutes
$\therefore$ Ed Wood |
correctAnswer | |
Answers