Number, NAPX-p115333v02
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
Variant 0
DifficultyLevel
551
Question
What is the value of 162?
Worked Solution
|
|
| 162 |
= 16 × 16 |
|
= 256 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | What is the value of $16^2$? |
| workedSolution |
|||
|-|-|
|$16^2$|= 16 × 16|
||= 256|
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
555
Question
What is the value of 242?
Worked Solution
|
|
| 242 |
= 24 × 24 |
|
= 576 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | What is the value of $24^2$? |
| workedSolution |
|||
|-|-|
|$24^2$|= 24 × 24|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
U2FsdGVkX18kQmAMn53uYLboEzYzBKEiPBPbbZM4Ia1jUC/B3Ksgsk6Y3uLToMljbDZ7FYWbGgmG21BY9Bm9YbB3CANoqxzGktvqQBsk0KvwOiNOodP3CQlb/Tp9mJ3WSkQMu68c9uCa2w5krzC3YnxAh1l6ogw45TzzGbVGr7n5FPEguhX/SoWroH5cXhukZl0WwsAsFbTeqfJIMMuIRf1fn0uAmUeJgLMs35Zn1oqMAO9muvCML2yl51K85f9yM8LTYscyNKSUpJeP64dJUCPJuXWW1SR214VfI5pDWnNeRxxQIQhWN8cKIXKFLYQSpiIPxfP95j7tTfZkdHniVm7wHgcduxZ6xY7ZnuIjo1caFO9M32T6X6UDklq19NFMNX9uqQPX2H8Q9WQvC3qBWClNmm6CQqsC6SDpWrFRFDN8DzQGNTblDmMiGz4UXLso6LjbAK0AkuIvByCM/iwEq7OcJ2ZkGfMCw9NEX6ZhBC5e0Ii9qSfmDFRbDs9yLiodwCSJzJ9zb+uYhagnZ0m35KWr3OBcI3DHMFYX6zy1MIWZtdZaHiPEi0bsFHFJNS2Qb1C3sq6zz4zZkAZpHR5XElc6Qi6nbdjSoF2i6p2XkvjXWyMA3aHnhBBfUMUB/qt2B+5i2/rXdWsV94uYCoNhBrMhEDXvaSsJ1S2Mtwfx/Zro/rALtDhBbXx2yHp7+sD63ejjc7xHGkUerg1H86DcwAW4xiksPBKd4LpRJ22YmB6wB4QMauRpNc9QuB+lHVs7rcxL6zELAd6V18b9mFLVq3CMUM7lVDcrzOfTYyIAALkaNm5yz65iFZAGC0nwXv9+3y/Su3lnUA984KqnloFcAV3iUn2cP3wnjtKCDRXAck2XgFMDl637dm7Vyfu5HNzZ8ZEOHpj4sQSTLr/RHzA91coZi1I3GPhbFg3GE5PgGNHGUWlu1qfBU+6ka1wpwe4Qdf86KoXwuzVy12oe6vT+vVvrc30uLQ+fjEKQiv/tDpuJVOTEwEgANkCNezZaUuwMuTjQXxRaB/2XnkM0ODMEfb6HdXN5+HJhGB5op1EcPlXhXPS7Ja59jklb2kEjjtD9PjebcJjuKdriMKhySQDS2fKe5W4d6LDTDsDsSi+1gOkglvl/q219277ofvgkPtmTuDpRW6J5rPLRgsDd1hNDY/5t359+I+Vp4d9Tt7Y4nAn4aQ9LWRkXDt5ihJ3lJVl1ozyUNISVrDC37gbU9No8OiYhI5+8bgAHPRUGlGfKpyLRqEHF+v0YRPS23xZ4xwFBGyfIKaJYzE3D3og/iuFA4O8+zf/zwsZG00V6bL3DcnjRglCNDMm+UX45K52Rc8PUFALXBA3c30NKyzkMK/OJiK8KU0nohdtdKgESTkRanEO8+jR8UVVNs6XzISGhw3OFeBgaL51bIZ0gyXuEtOvWbov0JQyqVv9VW2f8/QyRx1oC3XKgq6+NYnrqldIvDBFRX13BJvGLf99bErpHoHGdpoWMffZQz/THuig4kmHvfYbG3vYalGyoFYFdForkz3CW91HmQRsB7CC+3M9O8BJS2/uT56jdIcgeGbub0ehiW27NUDxZpQCw5YfrQPI1ZkHLa3UV2Ku4swGMuEqFTu3ugdWD/FcIASf2OrXaLC05mn00nz8KpepGJrf1HuU4Ne1/n9TyCFB2lZKAd+hEtzhXDtAstnyyHdBEcOLFn3ztvMlWTYa8HttmoMmEo8dsG1V6ehGWJLdCOPtjeZHlMpQvzaucN0iQAyOxU+TZcKA8h+PwMq+U5tAzQbrWRgNwA7lZC5oPP2VMopfufmFxdtvNtogkSt9vPbQVoazDE/l1EPYdQCCmrNbox9svrJWC3+D+JIVvuWikhbSYx2PERtM6INjYmJt6Mc8DwU1FRwVzuNqncyHgJHGhDV7aR0mduV6UcnsV2ZnxLJ9VsBdUM46P7wxbcBNC0hgxGlobNeTBzVQJ8gTiI2LE2qKpn5SUV9uRn344r4G04ErQNNYW3pDxzipqGOdfEZkFAzW5XjkcMtbzAYa72P9i4Kiexjdd/EUlRu6c4UULSoAJo+I8bx/i9PQIzuvRqXy3LtN9naWg7JqZA/Wzm5o/QKUE5+2mCqB8+G6R9j5oZNqN2zo4vFlJ4w5BxTzI9D9DyDFlHqgVaTBWT/7/TVutqL9yLHQdoPP6C3Jaqt2URnDmnvLWeov2Skslko4sVQzCNENsTmKs1kSUhoF3OOnJLRmvtzsSpik9wIpmASqpUD4fvraF8YBrtH3UtJW093oQ3OyPeZjGHdCymV2nxuYuSI6W18bpbhtOpH/v7U/+xpSXwdiq039gIhOasiqcIa/UDs64DpiVfI4zQqA0X57f6BuFC5H0uCO4CcmBhU8PAU+zNBdOnBjqUPJthZGNP+qC/BxfiTAc0/82BBgDwVYoLACwvl92ecqLOJpv8/nQBCoIxcMWneEsRqoWO+Xw42+NzDLg2desdYq3K0zXn1kZ3floorJ450tpnFnj/Xd7xYv47Do3PJozY6TczzQIi0pCFZfEn7jbo7URhqDyjTyXPH36WBZf6Cph1+iEdsvGkDwSUw/Z66kfgkwaN5M9KgA1fyLbELdWWBL3q9UQb7KZA0hu6e5IFlHJQvEb5N0EsntSE1y/UQ4CDQMZZmZGEys3t7b+iEh27pPM/wMP433jSwcMvlW0CivVpgox/O1VG5EmJE7ZSo57XhTOuAfflZhPhngWzz68MQWKOel5bnBkhKYGQzSD7T5TXiN7C8n+nCoBVMmPUBQJwHhljZ5R7rlMF+LvJxeXCKy7F7Kzz2O5oJvFzS1bR1mqvbkWSId10I+yCZ4WaHJEKZOEnxbgjLQE4ZTaAAXP6TXUcOe31+lclHUX9d3CNus64Z260DHQ4UXQg0src4n7oFiGcUN8DaQmmpq7D3kqjiJA7o7RBE7q9nEbl6nWjdbWYwn18xopDY3oc49M+HFtUpVABw+PsUVbJy4VD6wF8daoME+cHVIteFuF37gGRgzA8v++Xwd+/MBoaO7+49daguGoKP8yPciyEeee6qleEU9H2v83qYkTian93UzxUslu5iVl8QfoJXdb+XPuiB4UaleyfparSslcQ3qvOlvThGYz0oVLTUlhB4eK3GHermHGtaNXpEMKSyV2wDzGex5DLygIAPDWOQKcQ1Rbg91yr0C5tXg94f1s3ZQAUK4JVCgEhTGrXby+VAgjpVHKQtZa+jKW1EsiDUUNvKTid6SOVXjkdXgIyK1yypRwumKZVXiBeJHKqq8x+17HLCLmJV5MGdobePcftov6Ss7v1c2RhmrdBQ8rt7hjoACkuYddr0FEsOkyqyKNDY78U9dGV8IJJ59RyC89hxZerqBkvTPSQZ3RUR9e8Fz+0iL7jjWHcAmIVEQLW3ycW3HuHJBmBnJrq5McYCeaLrchNC800DkhFVSRLAR8LgXi//R7V/ll0301ye7n/W+cyKYNkILOJECe2QSWhghKk5uoFCna7N7bW0nc/7Ss9Z37RumlzaRQif6NpgAJn397huteK1SWkxHs0m/qc4EKJHlVRjw4jRFUglgKhwMCwERYZbyt5ooGcbs1ieVqqe9W3xo1wqVAPVDboQ==
Variant 2
DifficultyLevel
557
Question
What is the value of 152?
Worked Solution
|
|
| 152 |
= 15 × 15 |
|
= 225 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | What is the value of $15^2$? |
| workedSolution |
|||
|-|-|
|$15^2$|= 15 × 15|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
559
Question
What is the value of 172?
Worked Solution
|
|
| 172 |
= 17 × 17 |
|
= 289 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | What is the value of $17^2$? |
| workedSolution |
|||
|-|-|
|$17^2$|= 17 × 17|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
556
Question
What is the value of 312?
Worked Solution
|
|
| 312 |
= 31 × 31 |
|
= 961 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | What is the value of $31^2$? |
| workedSolution |
|||
|-|-|
|$31^2$|= 31 × 31|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
558
Question
What is the value of 622?
Worked Solution
|
|
| 622 |
= 62 × 62 |
|
= 3844 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | What is the value of $62^2$? |
| workedSolution |
|||
|-|-|
|$62^2$|= 62 × 62|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers