Number, NAPX-p168435v02
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
Variant 0
DifficultyLevel
491
Question
A student needs 12 folder dividers for each subject and is enrolled in 5 subjects.
A school supply store sells the folder dividers in packets of 8.
How many packets should the student buy?
Worked Solution
Dividers required = 12 × 5 = 60
|
|
| ∴ Packets required |
= 860 |
|
= 7 remainder 4 |
|
= 8 packets (round up) |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question |
A student needs 12 folder dividers for each subject and is enrolled in 5 subjects.
A school supply store sells the folder dividers in packets of 8.
How many packets should the student buy? |
| workedSolution | Dividers required = 12 × 5 = 60
|||
|-|-|
|$\therefore$ Packets required| = $\dfrac{60}{8}$|
||= 7 remainder 4|
||= 8 packets (round up) |
|
| correctAnswer | |
Answers
U2FsdGVkX1/RglPEqfzOXUdwXf3ZZYVaf9Xs8vDgqxH1bkX/sX3eSoU19eYT8jdNygqlLpo5QL50kitVzBjl46lO8L0zFZ+Xx1JRk2GRr97Q64Zr2rRtxkNFZgMDilvmT1hmiMPo4P129FU6h+6tG3VayLN+gDuVyfMqjAVQFYkjbgNIT9/cFQIQAPYl+VFtDTdWfxgZLCCCtQFa3myFCRELrVpqQRAnL5iexgOQAvDd/o0E53jmOCdZUkDrENIgPPMn13YwbVc7cRK3JzTcZSqhH2I1fQzhtux7gACITfTzqlkWCIldiCLtEgyQGXQwJA3nHOD6cUKPAnemLdA/kxKMZwrooSDx14VpYujVNphLAP1JhdW4SRvwzvboKokCEPq7IIAWPXmcgTg7oKImL/pDX4xjDmE8unQhwH8ZUMspaLv9DQ9WSoi/xMY5kRAbf2td+ZV+tTqq7VdB48bJyDqdNiQqubJw7GUJZr31llrBMnczU/+YQMHTwjffuBquhK58YwDyXAKUrrECSoKB3AoTzn+QeNf9qzG4dZSnYxTpZAT8gQAf7V/w5abozKR+ccOpAR/NdLkWt6dkAfnMG9sXuluitg02G4F4OrgXiHeqzHf4Y0Tjb/aE9ot5p/RAbRB3XROEjk2gtwOSfn1O6cHY4Au+0iUcBcO4kJW61uMpzPBZNJNG6CTtzEt5Fu7AgHL4LuvQRlArrkJ4Wz8dNSoj/ttvN+dKE6CzgxtUAD5nSbcCv7qONe18BgepRoj4gqWknt6Sd7tNaZEga4LttS99RSxv232L8dsZJ6ilKvG4NRm+SKL0mJWi908MPbzjHYILXqFwanBUWGcGcExaPl3F3TYbFfsLkB0ua77aPPXcuQtDM8UQAiFHsTIqeG3bdsPZLvRM8pfnF6oovyXEOAWlfCfMT7VqgzQANNaS8tsw+z2TZjqQI8D6zBQDVLeisR+ebodRnz4EYUx1yExZgpwXy3l/6naWlbUIqTV6QO3RD54b9QCTBbbmksZzJGax522HSvzBI6IBmqJDR5AjHigQrZoy46K2MnxrdtsBH84Uv9FimXBL4fT3XWwg6DoCuwYR5n7WdHumG/IaM2Nm1rZXnm/zxEZ44pTck5YRX6lxU7uO+TL32V5TYWSFgkKLsSjUK3qNHjvUxtDvCdrH+vX4uKTIOQxZ80FmsEkxb7UzAy0P1IBh+DwWGBCVMeu8mTkajxBaKU05+ziWgYB0EGna5zHVEP9AEMVaIIbnM2mz614CAoda6v/3XIh6fr5oGOaHj8ASQ6cCIMaw3RSLU0f5PXgf53Xft9Tz6NQFL7gNGqBObGagxWIavfdETjiQ9tQGT4MyEhUS4RYCVMB8rYI3Uh3nYKp6q0/BAvwqvPk8d2eWBCYWYhmpWZzFOuquGvppIHt6psQW1JWtqH2h+KbUXIe2APAu+0SJFnKDr04f19QklXfT6UiWNztPgd44dnMC22UdLI3lbbVIN5l5mErmjljmfbdpC95mevfCnwZlWJf7lYXp2VSxUDR4NWj2IpvLbbPBKa/rT5Wp0GVHr6WI10rb4Xokf8d9MVCGUYEsM1oE2i9gwLVTTnz0wCBuayaAg0KTumcB/qbzCFwJW8kApQxnELzYoHr9AFysFu/t4a1ikIfMzJ4jLBlHgrPBYtH5uqxNDtDZdsfnR/olU4hoTVjGjp6kl3HZTgVBI5IgKHpffnlQg0kVbWVNVaVjdrE6yYayGUhhG6xgDgxMmngjKbgw6M+xnlqx1MNSFDOxBq47s9g5PMPNjl70GcBDUN2Mk4O/A7DW5tY+7aBC4z2RBw2A100J8cvcEJkVegKzuYC92XgwXN/ChuipVosyoiNoJ99BuNy6zn1c4I6Poi5vraYxrMWMGh3VB5aMl916Fsroap0NETSVtTiYI/S2EIMvobBbOEjSC3/Pq4U9MIc5GSWX9csrTaWe3yiSANa7VicGsF/hS8kWCnR6KLkzDTIxSJWUEv395y6YDVCyJjOu4wcMBXSBwUfTMHO85ByDz8KexJEiaPfogsAm8JvVIcD7UYrk7RJp9d7PAXTFUdkcEMZkI+tXNtIvbpwAg0P3hZzPTOflvP+3HrLKyl5Doj5VzBLvRvBwjO2/5aOhZejSrmXZ16sv0hMTbZ23Z/A7TsoaXro/hfeGRs7y9d6nhUkKVXx9uzDxGb0hhDyRzG003z5dUm/TJlJwQ8Yf4ijOzi8ilm0Ra0Ynog8kxvqZ7dzTuFcdVC2/RRZ1P+D0B5bBkW0moMznzpx2yylBG0ji3+Iagv6b7uZZ79KBuWmQ8BuvvDRK7HXcDnLAV4QtokDZWdOQvCeMPfh4vAOfzvnYPNOvbj4msRljyAV5qc+DYy87d7Kg1J7M55v4KEsvDNdW9eGVbYYb85iqTvjXp7SuDLA8KDMMX5NrnpuzqYirIw2CeQYRIqvuTcdoxwHtdVZfyTHrdsQvDjbXZA8r2Z5cIj8ZEYLI9jzqgUFafuPQozP7yuqPgMpc4ggLtxWnGBdcwnVt+w2Gg7ll5/ZzuNaJ1eHD21RjPlagkpOVr1xxajQ5SDRIWSt55J+5LX+Fx8EQtLcgq/iCxOTOYcTRBTx6YzwmHZRlLd3MRZD9yYpcxm8ynnkZlVVwTcQylseuxKNnqcgzmj2vfIpLNcktHDDD2eEc7gyi8zrycGARunVDfFb5LhoFRmDXyvmAgttlhaIBUHFk4y4viIxhPqp1Jx1qgitkC3lsQpBcvbL1Kt91xNIVc0agVZF5ECIjwGNjKoMN86y7JbGp8LQWB4xqt12HgIDabHGNk5fdSZO/ZhRx0O9Zj5rWC7ephSkoCMsooaUISYlLcGFcPw/Toh37fCKxv98cEUUufOEV9Qfy1k8csZ+fYQ88TqcaWCPDKlhdMY0O2HzS3JreUyluWk5qI/UtHTC+WQCIchLBOxEE2E4L+ebBQ+QNbSkR5PmRizW5yfgz8ngB5F5dYkBaDLMuH/0TFnQ3bw+YSgtP4O93OktpuUjAg4XaoLK9cdekfeB5odJ73wz6TaG8p194JDczmFp5tFyloBLGHom5NwtiiZ3uU4OOL/3c/FOKWnjlvx99IQIA0GmtCuB59FbHfavJbdLIu63HcNX7PHBx1SBGN9uZd7OppvusN6zHzYyyvqFHPwbC9LlbjboGkXv9nyfj5ARjVS12F7M6O2jrsfjJOAMbcuv3VoyrxDTubicnJ5W/6hk1gaWpV9PRoGB0G6hyq7JLj+k/GdqMz9LBrJBQV0wLVn+Gy0AVfnrHwA6HHiprdxXhpN+5te2CpJIUv3Ny8IxL5Xuev2G/WP/CWsrtIRMAOs+vitb5FQlK0i2asl86sOobpy64D9ld6PMrPtFTYeK1r78o98I6+4jX2K0xVu1TSY/FmgRu6Z2k0ZxRLan3Ra9Vt5hFFdy2V26STQpLZdSgdEvtDM1sybLKGRCTftXcW2I7f5Uh16meG/Afa9/3tYzEAlfwmYYOg0O44DNFr1GgqHZK7l2M2QVLjZMC48tgGsde7E9SbxuhhHOD+e4UvuBwNaezqcp5yYRCjQ7QZsz/Jc1SrTFqAL0fHMzS7Q4VedpylUrsum7HuqzbibFHIbkz/F3bpw2vsE2MIUSbuapKDRqzVT+PgP7a8/YolL/J3uTu/8KFQZEniLTmJxX9wSAGXXO6gcKLAkGKnLNbc0nElzoik+UZeELaKEJgVnYMrSPSmP+hE6mQCYTcg2QHMCvYnfaDvaRYyixfFRQvMOAjGSS2yTC550EaPxNd9aMne9sH5JSkQBUzIPeNtAGakxaB7/KZ6F1eWFlfqE0IK63MGKKH5FSsHA2zbetWDQ7jLqnvy4tkHo/noU9IZjwQyJKHqM7X+vfC3vnJIZh6mo/DkvXUgaKkJP/kBm2KzGbQ/cmO26QJZI+XttTH09aKd2SoqLVHXRl3z/fvgVm3gVQEAC9YG8je1Kkafu4JODlSHtV59Kk4rwv7YDJaDgr0EGaYF9C9zBMKYEXCr85bDivw8XcvicimVybvx7WIf/+aMpfD4qYVVmb7DNOpiFmapOA2Dk3h2HRBeb2lAEJXvSllVlEu3M1wt+6M951VDCU/
Variant 1
DifficultyLevel
491
Question
William needs 4 eggs for each cake he will bake.
He wants to make 12 cakes.
A certain store sells eggs in bags of 5.
How many bags must he buy in order to make 12 cakes?
Worked Solution
Eggs required = 4 × 12 = 48
|
|
| ∴ Bags required |
= 548 |
|
= 9 remainder 3 |
|
= 10 packets (round up) |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | William needs 4 eggs for each cake he will bake.
He wants to make 12 cakes.
A certain store sells eggs in bags of 5.
How many bags must he buy in order to make 12 cakes? |
| workedSolution | Eggs required = 4 × 12 = 48
|||
|-|-|
|$\therefore$ Bags required| = $\dfrac{48}{5}$|
||= 9 remainder 3|
||= 10 packets (round up) |
|
| correctAnswer | |
Answers