Number, NAPX-J3-CA30 SA
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
Variant 0
DifficultyLevel
686
Question
Jahangir buys a squash racquet, originally marked $40, that is discounted by 20%.
He also has a loyalty card that gives him another 25% off the sale price.
What is the final cost of the squash racquet?
Worked Solution
Solution 1
|
|
| Sale price |
= 40 − (20% × 40) |
|
= $32 |
|
|
| ∴ Final cost |
= 32 − (25% × 32) |
|
= $24 |
Solution 2 (advanced)
|
|
| Final cost |
= 40 × 0.80 × 0.75 |
|
= $24 |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | Jahangir buys a squash racquet, originally marked $40, that is discounted by 20%.
He also has a loyalty card that gives him another 25% off the sale price.
What is the final cost of the squash racquet? |
| workedSolution | Solution 1
|||
|-|-|
|Sale price|= 40 $-$ (20% × 40)|
||= $32|
|||
|-|-|
|$\therefore$ Final cost|= 32 $-$ (25% × 32)|
||= {{{prefix0}}}{{{correctAnswer0}}}|
Solution 2 (advanced)
|||
|-|-|
|Final cost|= 40 × 0.80 × 0.75|
||= {{{prefix0}}}{{{correctAnswer0}}}|
|
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 24 | |
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
Variant 1
DifficultyLevel
701
Question
Mervin buys a hockey stick, originally marked $48, that is discounted by 25% on sale.
He also has a loyalty card that gives him another 25% off the sale price.
What is the final cost of the hockey stick?
Worked Solution
Solution 1
|
|
| Sale price |
= 48 − (25% × 48) |
|
= 48 − 12 |
|
= $36 |
|
|
| ∴ Final cost |
= 36 − (25% × 36) |
|
= $27 |
Solution 2 (advanced)
|
|
| Final cost |
= 48 × 0.75 × 0.75 |
|
= $27 |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | Mervin buys a hockey stick, originally marked $48, that is discounted by 25% on sale.
He also has a loyalty card that gives him another 25% off the sale price.
What is the final cost of the hockey stick? |
| workedSolution | Solution 1
|||
|-|-|
|Sale price|= 48 $-$ (25% × 48)|
||= 48 $-$ 12|
||= $36|
|||
|-|-|
|$\therefore$ Final cost|= 36 $-$ (25% × 36)|
||= {{{prefix0}}}{{{correctAnswer0}}}|
Solution 2 (advanced)
|||
|-|-|
|Final cost|= 48 × 0.75 × 0.75|
||= {{{prefix0}}}{{{correctAnswer0}}}|
|
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 27 | |
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
Variant 2
DifficultyLevel
704
Question
Mariah buys a Christmas tree, originally marked $120, that is discounted by 25% for a sale.
She also has a coupon that gives her another 20% off the sale price.
What is the final amount that Mariah must pay for the Christmas tree?
Worked Solution
Solution 1
|
|
| Sale price |
= 120 − (25% × 120) |
|
= 120 − 30 |
|
= $90 |
|
|
| ∴ Final cost |
= 90 − (20% × 90) |
|
= 90 − 18 |
|
= $72 |
Solution 2 (advanced)
|
|
| Final cost |
= 120 × 0.75 × 0.80 |
|
= $72 |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | Mariah buys a Christmas tree, originally marked $120, that is discounted by 25% for a sale.
She also has a coupon that gives her another 20% off the sale price.
What is the final amount that Mariah must pay for the Christmas tree? |
| workedSolution | Solution 1
|||
|-|-|
|Sale price|= 120 $-$ (25% × 120)|
||= 120 $-$ 30|
||= $90|
|||
|-|-|
|$\therefore$ Final cost|= 90 $-$ (20% × 90)|
||= 90 $-$ 18|
||= {{{prefix0}}}{{{correctAnswer0}}}|
Solution 2 (advanced)
|||
|-|-|
|Final cost|= 120 × 0.75 × 0.80|
||= {{{prefix0}}}{{{correctAnswer0}}}|
|
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 72 | |
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
Variant 3
DifficultyLevel
683
Question
Barry buys a muffler, originally marked $80, that is discounted by 25% for a sale.
He also has a loyalty card that gives him another 10% off the sale price.
What is the final price that Barry pays for the muffler?
Worked Solution
Solution 1
|
|
| Sale price |
= 80 − (25% × 80) |
|
= 80 − 20 |
|
= $60 |
|
|
| ∴ Final cost |
= 60 − (10% × 60) |
|
= 60 − 6 |
|
= $54 |
Solution 2 (advanced)
|
|
| Final cost |
= 80 × 0.75 × 0.9 |
|
= $54 |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | Barry buys a muffler, originally marked $80, that is discounted by 25% for a sale.
He also has a loyalty card that gives him another 10% off the sale price.
What is the final price that Barry pays for the muffler? |
| workedSolution | Solution 1
|||
|-|-|
|Sale price|= 80 $-$ (25% × 80)|
||= 80 $-$ 20|
||= $60|
|||
|-|-|
|$\therefore$ Final cost|= 60 $-$ (10% × 60)|
||= 60 $-$ 6|
||= {{{prefix0}}}{{{correctAnswer0}}}|
Solution 2 (advanced)
|||
|-|-|
|Final cost|= 80 × 0.75 × 0.9|
||= {{{prefix0}}}{{{correctAnswer0}}}|
|
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 54 | |
U2FsdGVkX1+2rYhvgIF8z4LSNl9LN0CQDwigvmJtO9b4miiGomQFVMTrXFJvH8fkccgwV1Z8INLKwtv2cFFzEsNIJirKD/Y1943gh9Z/kT4S3eQazFHW9OKr/Ov5eMw0cWSbqtDJ1rNRqqjGIcSQ6AhqArhECJ8fb141uMkjCQx1pLBzc34dtw1SGidi1lvKx67vRNwoLa8DpCRU5t8GJfc3rOMqu5pvFiPcyocrEwp4nrbR7CJ7u0gOMscw2M0UOD92b7GoNReR7XjdVkynmlrvbR7LgQMgN5kj8+9Ukm5KuZWVnat7YgOlVvVW7Yuay6I7G1lPTpfL5F1sSfPuW9Ub+HnhviL9SLXnTyMPowxLSsqyN+6xM7ux8CZrnUbaK9TmS/PmBF0s2n7TiaddVnrk/sTMM6dqz57C3i77lUp43liQ2CPHgfADZy0C/055TnF1Xx4tfuwTWV2dMTlOo0jAOtVracZEBLeCezFmDe5vj7kJLzrMcPNgS18d/B0yvFsw7mfkCq9xKkaFEKsX86jt969Rw0ISOdrC7NcwtAD0z8MqLisgtTZdaUzsfttasopQf5kAIHVWN2/VwhmWnFrY9f87Y8wqDUY9FGchGX6C3zvBC06kZpznum/siBb9WkUQcPZJ15neixK+C0PGY2c8JSDK55MmL0mo6qTpsvtWBW/ehPCwKbnnaDUcUtbKu1+tsh84uNiWgtv4wlhVj7fcphTQ/mOBkkFMykgH0cevbGXQVmYi7ie7I+JCs1h00INYKLivXbK4aUQ1LbO4b96FNfq8iUmXtQ6Md9/xiGuqeWwaYUDWIxGVAHK3zC/JML2nTpUisNlSBTthFUkhf/ESFMOJQ3a7WfzU8okPdeoiJ2WbxSzXY2OX0xnZfjBBpD+Amw3nlKwjHzbaD8NFU/8ur2ui54IkGXTmv2j+/9axIPnPNdmmkot4cXh/MWXFh3dNikpVGzhMBiZLySYhQGXv4DnePQTR3J85PlT32vXJl4piTn4CZOK5EMExXGHxS3vgFWYSLEyEUKiVGWmXgzbCuTtFY2o1LA23dupjuzR2BnqWX+hObYRZkdCc9yt/x79A6rulqeZaxvrPKjLLF7qWYCA0UOHbsVMcyoMiVr7sxjtm3QeLrnlgBV29OGA4NULvvqKeAzloKXZuOLPsG4gwDKeVbzqXzTFUszl0+OY3DI58jDExT8Oh133XC/rfVLII4QURC+H0Lw/RK/A3msqf9HRCy4RGDTQ1f3jIjRIVwgs2sSC31Tj6ENrrHlpD7Ns7lki81tCudFb7WfMpOwy5atAKMSCPfUlEMdKasaiQMcOVB9ME5kgWy27lc/OMJEnJSYHx1UWQU20yunz2bHXM9KdRj/y8CWi1FsJkwYct/lzV4RgkcWpfrnxhiO2a/Rl/x8rfyMvY6ZIYW7S0eCTSq59z0V/x3YwT/ZbndyEXPqVqwyMGwFWGyXYXvpcNyAiXyiG94v//4NRUq/Mk49aRx+yV/FmlP4KVlFYC6eJq6b5SmVvDQylqrO8KbKK1I0E5Uit4iJvjeCh7sp5YTASQC4PBCuwdQZGdlrA9KeK6L2uglqg/LAoN7FhYhC2PTYmy2e5Al31Qrn6bA1A16DwgBh8y8wTX3EOyDVx2GBEJlGO/2KPDZfozq0i84QVZ800XHSleOJBqN/21gp55j4iFck1/fD0ivVKUeN4RgkxymVVCEtm5NEHXCRh0XRbt5lhyNdpCAbzAmlASsQuXTLCtibqJqHT4/RU4I1CD8tt3RTgUeSLpshWR3qntVM2HKj53JtK8os6VxqMJTaWr8vs4LxZulFtc5xH/BJz7o0YTxAcBgrtNmL4BbRrhNtR8gFplFwhPoY+yrAmjZFdS6dyts7mr4GYchqUqREonSWvHCDwesBEcOTLskbMi68GAXXXtK2Ydeel/qXh6wSBts93/Fe46BDh9B8zvRU+3R0LZZUJdfXWN85N4sGIvALg7xSb2EdvCJl/zFkOYHHWIbfZEZjRZN5+jCTN0GXmVny809ojzsCep39ZHGk+lC+eSqdgq0IiW/fPV/OD4xE7FQhMhiNmIdnbJzz0xN5BVJDAdDKenSYnJNMs4WALup89V2TXIq1BClMKzr22MbzZ+e4HEGrLwWLj1yJxBhaIdbmFDazF6BKpzjePTU0JOlmnfmBF9nb75rRzM23/Q+Qt6Dc/Bowvr3p9e+v5/8ysRxe13E7m1kRSYVN87Iuifkcv+NBNdX54AoWP20rMyPZtmlPc5dAiojaL6mIFm6eSWe8cJWYdN1XePo6l4EBCzCcV6EFLEXejO0lS4ilx3Zuei2fdt7Wld7sjT/wdsJIn/ikQxOhINXIbGQgtfWkwP+lF3ifZK1cikgwc140SWrgn+OpFi/WgjwZbi0XoOOHtBFyUvJ0rjnw6GjTDvFOuXZY1NXiGOr+4w2jEhrjYAc0ACRTdTUTL2a5JGjNqKwoXP8vEqP8jdX/DSDI5DYZwBEp+7GMtaWQYt8xR4WutL1fKyYPhWxdrInU/JwaMhE9zQT1Snz0hb9QZnv+61/hg5eKVsFuDY54LH1tSCe82VZ2Wj/P3hvpbm6vh1pZgNNHWFAl5t0V7RnvDZq1bI3GIJSNednytN1k9NLmXyqX1nipLaU8f+OUAUE+IsIZHVDmgPfkBzI00xex/1sAxMy7X5agtXOBtxez/p9guLoHv9ZPn9xMN1YPmjQ4FDdWty03n0gHM4FxCIyJxLuwrA1uAwi84VtaPm9abg9zoQ3EzPIEBNlt0F/6PmovmocUwynkbcjk/8txsNF3RD2z4bUv7b/G/CI2Bkx4Fuwc9jZfV+Ik9bwV73JUoNZe3Juxqt9y1Fh+j6a1cQPhw9e4fWP7WSCO5abzzDGJIJoGxv72hVaSEds7DN2VH7vPQahXYiTVZBodtzn9vrXa1NANCjAUKfLjc6RJjS85qcNXJdlFkzCWLiqg172u0iCpDQr5Qlt9wUsWMDlnrquIk4n93ZO8T8mJXRBY5oVTmZfoSuchoUYgTAypWqxuDcvuyV7ve1pM7zRpTRrf7/cms55rN3DXxsMFdXLup4aXBZJYf5vGSnag3/EqSw4hp35UhlZWGZ1CsfstvK7fpTVlasscplROIDpHSVtR+CTqGGoMXcM1j4fxlw1xGmWtEoXz/muBPr7pYcLLjT8oETKi+sPIdgMjQKtmWTgCqZXwseT88zU9+G63CdYJuhloa8AzP+p1LwJg8zdexgU4d0HRJgNdD9MKTiW9H4d+tldIwB+Hw/UeMZXwWIqLJHdDCwwMDTOND6JG0wUpF60q9BjmXxrRi6jqOu+dSH0RbcusLXjVsmrVdA3TKtKbbYtrvH4PLkJRj71tStw3LiBFjOBE3zyDaG0waIPCkY9OU4BQYLWWKN2SWk1L0VAMo+kz48nC9EBwzt65HZDYwu5VrqqgiZ+fwN6ANyBOB4KCYVfQlT/Z2CrRdvZfSzrmsebfft2dxFmx3aHGBqHJ9mj8R4MGPkh6IB76b+e6Gsp4ys5mYSHku1hjUdLHDOFtzhScsiD+zXXxzW+YfYjJ6iaUW/bTsoqpSYrgap0afBKg23ZqJpk+BnOMUR2v5UGDCaT05ihGyimV9n1757ddnajfnOMk5Dqi9Sy3BFz1i6iXDoRF5XTuSx1pN2B8c2XxsXVppIkpMwAiiBlhwo/KStDyEiDR5AO+6ZAwAed15fnZUAlvndQYaGF8lEFmBtSU0rmfa++W3lg5M9+8IPU3f0WBsSf877sFTamh6WYbVSqgZNR491jn3iX++gxHHaXkZq/i1GcWSZc/bOcncUHW7Rnf4pHqH+iaIIuOpmt/y6y3DwI/cALLJdyMfKMbx/kMx/42ZQR6FWnUv4NOspg5AQsoh8M6ljJlssfOwpqutLG7Mnzuo/+x3jhSsmLdslhC2Dhk0MXaVcj6RuaTLi0R5Re7Y51tUP77BH83jCKvVusJcEP9TFPSjWoWy+TIGxmd6pWr55t2kvOe6SWXjPj/Dg2vTHcMfHADTMidn+0/U8D4+reUs4JXCzQTs2IPX2CzCtD0c6Hplq6jiyDKb4mvZOo9/mAl86kiVNq/dWrbsF6/620DzRW9BG2LaAJmG0/BwpPp5fhoByWruaNFTeYzU7087ePO7EJV636jn6SxxJWqCPbsoUU97uAhigZ25sErdNndxEtuVG36vG3I4MQmwmdEzG/fmeqnV7NJZUKiVFSvrpWzgrT++SFrVzz7q1OaN/O8lL7inxmLkedUeMjLCggFO0aCblvmjApltKCnB9F40/py8BO6EEShw49ALTjFQYWn/ZwJChrWNfw6rm59y77z5TnTfKDagaciVojrWJ3941qINSr073R59f2i/D2OIqEDHYk1RpHgTLOHux2V6bSoaoWZPvJGalbxtuuNUybhS6+safihsAy0eyjsId8Pnvlq0/vDJVwYnHuGkJMnnzvt8fGHPVEMHs7q3go2BPqkTsZUSUNGsIn46Spo6ZUOypNt8qU+bKRTy2UBbonZ3vARog/6OwkE+5prfZfs57s4k8CgwxU15c1sr5jGR0fiRrCn4aE/OH3TZE5faQ380ez7syhbcJmImp/VHMBc0B+ve/DHe4EpeD4gvliyKkouILQ4KJJrmWRbQp5AWOb4YswgY+73+A/658ALdqE/AtMt7rKf3Tri+dxpRbHYJ5Qcbvk6IDxm7TvkSt82QdFcIzjRSTLc1XpFLPAFEAbat/TPIMVgSlOD7hBCdZjnn9utRWQWen5mrSHgBA/tDw0Q7yPLgpNuf6pGuz9UB9lzV7aw1O1Um0FJJfsrM3kp3pTVNn2+uOW40IS32NgJ4FtDQJaiJArUEBpsIp5HD30L7sdFD1CTs2prNBLhFeXQ1D7DjTixqGX2uUHTTfb06LJBYRTaJYBe2p8D+QSpuNqOdE7L970UYJ/Am5AsDbfIzaInMFujQSzj3WZFq1mFWHG4HjINNexn5fKE/AV9++Geu8k/f4vFerwB+VWL4FOggjWpsrJSQYCTa2dBfALd9qTJ8Ip1E9zQy8+mtJX0YuSG1jcBYeZZ4kvkbSlP+FyRRZ9CvzE/XLk7/ZNqcZhMaOP+cBH/e8AfvyHej5umMmVHIP0lZB9BcIkWyN+U2620Odq6QS6oKxPsWTftQXYj+dZvkj5oBa8bXh2nI3PFyDqwcLLDRM39xqDm6Azf1PYKzMjWA1E8tR61fhDtRP+xwx17MSRb8ZFaN7LCfpP9eZpJWFiiaY/Ausx8MefYAH+gUfn76PC+33Kyr/+HN5m6+kwYEmgh2U1HF1EGVS4fxn0z0A95K+1GKVGO1MMZorE0EU1RoxhlYWYlX2e0T15I8n7Ks=
Variant 4
DifficultyLevel
681
Question
Tommy buys a bowling ball, originally marked $50, that is discounted by 10% for a sale.
He also has a loyalty card that gives him another 20% off the sale price.
What is the final cost of the bowling ball?
Worked Solution
Solution 1
|
|
| Sale price |
= 50 − (10% × 50) |
|
= 50 − 5 |
|
= $45 |
|
|
| ∴ Final cost |
= 45 − (20% × 45) |
|
= 45 − 9 |
|
= $36 |
Solution 2 (advanced)
|
|
| Final cost |
= 50 × 0.9 × 0.8 |
|
= $36 |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | Tommy buys a bowling ball, originally marked $50, that is discounted by 10% for a sale.
He also has a loyalty card that gives him another 20% off the sale price.
What is the final cost of the bowling ball? |
| workedSolution | Solution 1
|||
|-|-|
|Sale price|= 50 $-$ (10% × 50)|
||= 50 $-$ 5|
||= $45|
|||
|-|-|
|$\therefore$ Final cost|= 45 $-$ (20% × 45)|
||= 45 $-$ 9|
||= {{{prefix0}}}{{{correctAnswer0}}}|
Solution 2 (advanced)
|||
|-|-|
|Final cost|= 50 × 0.9 × 0.8|
||= {{{prefix0}}}{{{correctAnswer0}}}|
|
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 36 | |
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
Variant 5
DifficultyLevel
697
Question
Jordan buys a sleeping bag, originally marked $70, that is discounted by 10% for a sale.
He also benefits from an end of financial year special that gives him another 30% off the sale price.
What is the final cost of the sleeping bag?
Worked Solution
Solution 1
|
|
| Sale price |
= 70 − (10% × 70) |
|
= 70 − 7 |
|
= $63 |
|
|
| ∴ Final cost |
= 63 − (30% × 63) |
|
= 63 − 18.90 |
|
= $44.10 |
Solution 2 (advanced)
|
|
| Final cost |
= 70 × 0.9 × 0.7 |
|
= $44.10 |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | Jordan buys a sleeping bag, originally marked $70, that is discounted by 10% for a sale.
He also benefits from an end of financial year special that gives him another 30% off the sale price.
What is the final cost of the sleeping bag? |
| workedSolution | Solution 1
|||
|-|-|
|Sale price|= 70 $-$ (10% × 70)|
||= 70 $-$ 7|
||= $63|
|||
|-|-|
|$\therefore$ Final cost|= 63 $-$ (30% × 63)|
||= 63 $-$ 18.90|
||= {{{prefix0}}}{{{correctAnswer0}}}|
Solution 2 (advanced)
|||
|-|-|
|Final cost|= 70 × 0.9 × 0.7|
||= {{{prefix0}}}{{{correctAnswer0}}}|
|
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 44.10 | |