Algebra, NAPX-p123670v01
U2FsdGVkX19hZivVKeC4CPoakTOnN/7D3iE8XtogUG3lTGq+2IZ/2IBnix6jVhXhjWIPnbnGOp8iWSqHptosFyTUVQbzr+cVuXu/HYfqmUd/noyKlZZ/eAJht2ei7x32uK4AIBevJ61q21Sc6BwhYEWkJe3M0UMyw5WHFqqxLTnatYhXqLlUuX66ZD30c0pBn40bHxcdB46HylEvA9qPy8PasUfmKmANOiSY2GdziszI63rd/O7uMPC5WDdCQ9b3owSn7YVYUUGJ7jr2NGBfo7XtVsjGm8t2Eb56EZTpUFoN8VXDU0oWEuWijv3wkLPBGLraSzhmDQ/X43Q2ssRIaXmJTl2MjDi9VYwQxgxRJoUCioppsxsZ5AX3o9HlCup+QsOpmS1CFWwrsvqB6Hxxzh7IwTxnLNjLvk27RTpMk4+PDaGXZ8GwCPuLnmCFvb+tlTv6DgWssS4D+4v443t2LeRKsU+EKrA0tl0+weFifXjxpfU8psfPiSLMK9sCvCf2nLu3Pkm+lF/ln2sP/HEGtE0xH58p+DXcrP1JDGcBPOga9e72GGOTWCDoc50f8SHdeUOcouFz47RWFo/NB5aChWRaoUtmvP2UW46Z3hwqrJZ0qZ0kbQUd4tqEJjft8cgAOygDkdFzs6WbIRAmqzVoKo99kzGZHFibuSKtlDc/14oDxUJ1pOJxYEmv428RefqYe1WBMoNeuvKQnHSLevj+lOYMTrYt1M+r84AGWUcaeHkLL4nadMFYDNWmy1XWSp1DyH1HA13EtjqLEKssxpDNHdRx48+bWslfUdR9qyrWja+8KITUuutaj2ka/bAECUgcbKtFWWNpndey9MiXj5Klw4vw8QXjct1ltGOajVDMgi3oRvhcligNOLekR3K791anIRH5VOCtm8ZlBspgKIyT0E9D1svVjRlqPxCXd0OuVxcigV2kgkgHA7MYPhN4/P6kSRkl31X8Nzsd6o5nWvo6ZHumpwZVZbWS/z1DpKVhunXVA+5F5xdtLZBMwEibi5gT1mKHU9qVNawbfmkOokkvxiS319NI9J6YU5SFT6NPx1zgCiszjCBxCEQO7Xj0SFQryZ37EuPCFfc4m4ntQf51/n668UKDlsjHwqbochSaz/oiftW6CRy2uTbm+ZFayrOduL/S1wZY/ERonIaezhD/vqLHA8jqpNW/5rJd9bqbQH544zfpk6sDr8op1yrIJbj0B+YnkiVEqjbG4z35trDPucnSbWVfE5HBK8FiAq1V78Nv2Y+wITDlTddNbNObWngsoWsE8COpidn6aW8q0MbpmC4nSZ5JT7jRVH0YJ5e2JlFXgFEe5oj/NYI9NrdIaKPLmgQuOULGuEss/WRWq5xit05gaGNfu8JfTAMjgJk/Cnoxe6ip438XqDIQwG5RMnhdw6uQR30HIhYob9rlzVOVoFWpxyXSSV4A1n1YiP3uRYXQ7vopO1lzpuex806leQSq5deFaOZ8iKuEj7CBSrH+/M0wOI4InentiL9dlVznnZjE81wroQwawtOqoLkWLolWWx1ax1N2o7ArnJsJnluzp3Yacb/mW+5MnDhC6sgFtWn4kiUPDeZQ+TC1F2FkMau80lOolXblP/8ikSbVCoqsbRAg7YTlJKbo6ouYKWvU9lHm0W+nMOC4OJxrNQKTqoaM5vzfvdUg4NWWWUXAW7AhAEr2L7VJKMqEX/ydJudFKy4RJpOhr4aktDHpsz85W3uZubRe7lWkm3FQUZq5ED7l9+SvvVAp3rHSIuic27OrpGjE+zH3UHik526qo/WpRyZ/mCGqT23blvKSnYCWN5ukxsQq+XLxDGnZwlZim3a+V2d4/sfqHy0odgmRWNYSQu1pk4C6abJnK555SPNAczcJpBZddUnoch2lBYufhN0Hj2YBw4d4RatDxjdDej0XJxHrCAGpP4ZK2BnV9yISxts6ucvfgvMMHzdmMlFxN9I/qtVPwPWWQdNop9fVjvAkCQozFSajEOl0aGEZOz9D0QI+19tJM/4ek5zvZIu8I9DGH16sNCboDMXhd8HWsRanKvYThRzH3QJFfYZ5P0lIP1umZtONN8HkqHnPjcXEjVCu6lI9LIghIIzCNCxiG1MOSg/MrH2fD6TRIjOX+PUvhUXBh9NrC/ZNdKcfcQdGoE2aZlwbBLrgD3RHZZdt9AGZbHI8rr/ROBgRy3IwCwMFQ4kO15yPd/8BD/pppsmJeuY1Y6mKoTFF2WGwHlx10eUwqmLboK0OQOzZ3ykq4JJ7TOxaGDVs2bZ5mDzLs4VF3ZbqmknvTFsqOAhzIMXS1GS33fL0BNQRgM3iw558TAbu1gotaQRTxujMCtUnue+LY/8UuY1ZDMNkQNYGVkgs7H49adqmPGxhvhnXwzHCOOt5IxvE2GFVLT8hJ6tXSEDFAXvNu9GDMJLk7K8Fgu8bQ593fmDWCw4n7EdiydehC5T2mgB0B3gklBWDpeC8CQD1t0XlkfU8rLpI6yFDQ755PpvttJta9jfaGYRsLRFolPMmTUMnAyqWfUpbUBl2fKvrBMPnIUYNsLVD2RTeIsy1B9M8HNKTf2qydb/K4NMz9HZ00KSRFYf0o98gvnO66HDpMIhcjMbufkJ9DvWl+/lltoo5/u2axzdAGhmCqCSeqGaM//4lkON/m5Dme7by623eYR8KRWZmzHXN8VF4E3Hn3L7ya8WrkUAUx1nTKSKnGLF2yakUZezWoEm1OVYwpiIbdAnNruODmhtyXl+o0b0jpReSGG626GGRO8csbJX3l0V2gCMGrF4zyU9FBbGKRheSrS10rVftiJcHYUPIRAXjro9jUVlYARtljsK01DVazQmLCn2XSvTmFIntqop5knVK+r7IdW1rzTwjC5EOMIrYoIqOnXvmIC5JPPVka+ZBd7y4wZ3jS+d6Opinj9Ezaatui+yYnkr/KW0AmVoKPeOtNKP0fU8f2gf8cHehkE/rWmypcINJdIaEBMJ1aElUGlBrxKbvAxzRBp3Yf9HtWd6/Mdso4viNbhp25bMHx8cHI2lk9SHeB8/agIlmwCXR+yO8RN6Ob+q1suw+/qwNEJLY8BdCc4TKTFW/b3CdYyziydrXxU34pMBE7CH7Ex09hQ3c3DAi/xydLMpQlEFTNZPRY3HLAIX6pr2xHc6evKKCDTVdvrYaH1An3oLZJX8UCrGhu5bzkc/WQAsc772LX03DfezxNgv2FBPnwhvUSlq+h1Q7XXluBI8KRpogoe+PfzEtlKng09VsTPOHzofruH5uKZhfMPzsjOdRPCR4hZurDO6g6zEL+NzIzc8ZYSwjmFRJB5qjTiUUKXyF5aYaS80L6D381AeahkicS2N67FgvUMpWlUh/0PNIi+juNuAziclTSBLxAQZiOzrETNffzzWDSXNg2r4yY8mVtfbEu81OxR72kLPWD0paFElME2Gt7W5klCVTKUQKHP1xyBsZfT+x0HOPrzn8NpdQjUIAwmmALPhhWeGZwtF8jMEU+Bk+MAYfn6J6SGffBu4e0YtTudsUUYai1oubQ6gbzOoXvVALE8Q522yZ6LeTrMYNtxcb/nG3afFxnNP+uzn05sk6tIOyS4VTcd15RcfozBXjc+oqYE5/FDax0cYCo5mkZerjq6Y1DSmy/V8Pv7wxXzURTBvbjZ2/TC+c7RCE76meK+/mXxhHoXr51EDo/wRyyXud8wFSt+DzzW3/mqv3Xng6QGe/+boXwGPVDlGFOcpmHfxs+CcyIB19bItEEI2PHRZtKrtAzUqs8btFvYLDKSQH/Ii2O1qiwWJrgberCPHhB4ONofdGPiY1MpinPAIxEhfd7r9jrBRw/I5qets0oycshpcaqHanoOL4JpGW3ycen3Pp6h7tqDOpbZgLgZ1qW+gRUmuIUrWgIvLqW5wnPCQdqxSv6TKsA3esSDK8mvESvKVdyHzNNBCgURhjFRG9YtRfbtGWmr2LThrqmqMReAOTu41Cbd8AcOEgurtHKnhW1FSMwAuT0fu+1Wo5nWzXvWHlE+W5l2lNc5Df5waNkcjmM1SaxUi45Pkv0vmSsOMSLvlXtt0+DVp7I/Pv2aIDeD/2zT/1FiNe01efScgH927cJ7uG295tUmn/J/lzv0JYZRY7VYILeqkNRzjC4lnIX3B7UuqCCq6iL/Rd69cbCYw44sTvScWyNESP0/zAz5Qwfsi2uNDViZO3ERCTl5LaNPehtltHNbGoCNf4Xs8bKUqvXLYJF0K/c6lUsWh6KqSVmEtxEQE7NxZS7ROMarFmos4ODepT4FjMnuqiZ5gzzpkO41IYZ49ApqUq
Variant 0
DifficultyLevel
570
Question
Torvil has 18 scarves.
Dean has 5 less scarves than Torvil.
Which of these shows how to work out the total number of scarves they have altogether?
Worked Solution
Torvil's scarves = 18
Dean's scarves = 18 − 5
|
|
∴ Total scarves |
= 18 + 18 − 5 |
|
= 2 × 18 − 5 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Torvil has 18 scarves.
Dean has 5 less scarves than Torvil.
Which of these shows how to work out the total number of scarves they have altogether? |
workedSolution | Torvil's scarves = 18
Dean's scarves = 18 − 5
| | |
| ------------: | ---------- |
| $\therefore$ Total scarves | \= 18 + 18 − 5 |
| | \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
572
Question
Bilbo has 14 rings.
Gandalf has 7 more rings than Bilbo.
Which of these shows how to work out the total number of rings they have altogether?
Worked Solution
Bilbo's rings = 14
Gandalf's rings = 14 + 7
|
|
∴ Total rings |
= 14 + 14 + 7 |
|
= 14 × 2 + 7 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Bilbo has 14 rings.
Gandalf has 7 more rings than Bilbo.
Which of these shows how to work out the total number of rings they have altogether? |
workedSolution | Bilbo's rings = 14
Gandalf's rings = 14 + 7
| | |
| ------------: | ---------- |
| $\therefore$ Total rings | \= 14 + 14 + 7 |
| | \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
571
Question
Bailey has saved $54.
Logan has saved $8 more than Bailey.
Which of these shows how to work out the total savings they have altogether?
Worked Solution
Bailey's savings = $54
Logan's savings = $54 + $8
|
|
∴ Total savings |
= 54 + 54 + 8 |
|
= 54 × 2 + 8 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Bailey has saved $54.
Logan has saved $8 more than Bailey.
Which of these shows how to work out the total savings they have altogether? |
workedSolution | Bailey's savings = $54
Logan's savings = $54 + $8
| | |
| ------------: | ---------- |
| $\therefore$ Total savings | \= 54 + 54 + 8 |
| | \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
567
Question
Rachel has knitted 15 soft toys for charity.
Charli has knitted 4 soft toys less than Rachel.
Which of these shows how to work out the total number of soft toys they have knitted altogether?
Worked Solution
Rachel's soft toys = 15
Charli's soft toys = 15 − 4
|
|
∴ Total soft toys |
= 15 + 15 − 4 |
|
= 2 × 15 − 4 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Rachel has knitted 15 soft toys for charity.
Charli has knitted 4 soft toys less than Rachel.
Which of these shows how to work out the total number of soft toys they have knitted altogether? |
workedSolution | Rachel's soft toys = 15
Charli's soft toys = 15 − 4
| | |
| ------------: | ---------- |
| $\therefore$ Total soft toys | \= 15 + 15 − 4 |
| | \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
572
Question
Gayle collected 34 eggs from her chickens yesterday.
Today Gayle collected 8 more eggs than yesterday.
Which of these shows how to work out the total number of eggs Gayle collected altogether?
Worked Solution
Yesterday's eggs = 34
Today's eggs = 34 + 8
|
|
∴ Total eggs |
= 34 + 34 + 8 |
|
= 2 × 34 + 8 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Gayle collected 34 eggs from her chickens yesterday.
Today Gayle collected 8 more eggs than yesterday.
Which of these shows how to work out the total number of eggs Gayle collected altogether? |
workedSolution | Yesterday's eggs = 34
Today's eggs = 34 + 8
| | |
| ------------: | ---------- |
| $\therefore$ Total eggs | \= 34 + 34 + 8 |
| | \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
573
Question
Samantha baked 90 cupcakes today.
Yesterday she baked 24 more cupcakes than today.
Which of these shows how to work out the total number of cupcakes Samantha has baked altogether?
Worked Solution
Today's cupcakes = 90
Yesterday's cupcakes = 90 + 24
|
|
∴ Total cupcakes |
= 90 + 90 + 24 |
|
= 2 × 90 + 24 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Samantha baked 90 cupcakes today.
Yesterday she baked 24 more cupcakes than today.
Which of these shows how to work out the total number of cupcakes Samantha has baked altogether? |
workedSolution | Today's cupcakes = 90
Yesterday's cupcakes = 90 + 24
| | |
| ------------: | ---------- |
| $\therefore$ Total cupcakes | \= 90 + 90 + 24 |
| | \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers