Algebra, NAP_10060
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
Variant 0
DifficultyLevel
361
Question
What is the rule you would use to find the next number in this number pattern?
87, 91, 95, 99, ?
Worked Solution
The difference between numbers is:
|
|
| 91 − 87 |
= 4 |
| 95 − 91 |
= 4 |
| 90 − 95 |
= 4 |
Therefore to get to the next number add 4.
|
|
| ? |
= last number + 4 = 103 |
| Rule |
= increase by 4 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | What is the rule you would use to find the next number in this number pattern?
>> 87, 91, 95, 99, ? |
| workedSolution | The difference between numbers is:
>>|||
|-|-|
|91 $-$ 87|= 4|
|95 $-$ 91|= 4|
|90 $-$ 95|= 4|
Therefore to get to the next number add 4.
>>|||
|-|-|
|?|= last number $+$ 4 = 103|
|Rule|= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
363
Question
What is the rule you would use to find the next number in this number pattern?
102, 96, 90, 84, ?
Worked Solution
The difference between numbers is:
|
|
| 96 − 102 |
= − 6 |
| 90 − 96 |
= − 6 |
| 84 − 90 |
= − 6 |
Therefore to get to the next number takeaway 6.
|
|
| ? |
= last number − 6 = 78 |
| Rule |
= decrease by 6 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | What is the rule you would use to find the next number in this number pattern?
>> 102, 96, 90, 84, ? |
| workedSolution | The difference between numbers is:
>>|||
|-|-|
|96 $-$ 102|= $-$ 6|
|90 $-$ 96|= $-$ 6|
|84 $-$ 90|= $-$ 6|
Therefore to get to the next number takeaway 6.
>>|||
|-|-|
|?|= last number $-$ 6 = 78|
|Rule|= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
365
Question
What is the rule you would use to find the next number in this number pattern?
34, 46, 58, 70, ?
Worked Solution
The difference between numbers is:
|
|
| 46 − 34 |
= 12 |
| 58 − 46 |
= 12 |
| 70 − 58 |
= 12 |
Therefore to get to the next number add 12.
|
|
| ? |
= last number + 12 = 82 |
| Rule |
= increase by 12 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | What is the rule you would use to find the next number in this number pattern?
>> 34, 46, 58, 70, ? |
| workedSolution | The difference between numbers is:
>>|||
|-|-|
|46 $-$ 34|= 12|
|58 $-$ 46|= 12|
|70 $-$ 58|= 12|
Therefore to get to the next number add 12.
>>|||
|-|-|
|?|= last number $+$ 12 = 82|
|Rule|= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
U2FsdGVkX185YN3ha6FneEY3vH4TWz9uL+LG1UQTyctkIkyWUwMzryiGkOcsd86fAmd4U+Vb52hIzrSSsRlEnXPwwY+nOhMNoFnz+NA3sfGAxy2sl8iMuBeJotyGIB6AOEVizrAi1ilpFVgmy6GSKcAo/CJSyV1vmKq4EmT8OwLgvDkd95L045ZzVb24n/ZHSfFf1fJoClpGnk/EaF3ZxPlk61AVsSz3GdH3eCVamuIvIKjd22DmSM1Vgp4Bf8yoIxfHzNo1AXkd/4hlQybx4S5hprUVmrSVOCwP5CBtqmMbon2LAAMoiamz9/QwtEhP9HPOdp1itB3uIArAOXJ6VerQ2mv526JT9tgqDMPIUdlZrcekr8DQwrDjMrOOHkpCx8ltu+lnRftWg8HyXTcfktBMdm6xPoZNMTSIarjsRqQK4mSTNceXjK0oHmHRzZZkjbPecfGuh7JzH1xYW+ekIodgoYhvaS0YnpNPmxKF8YSmhZ/9dDQ1GnW47zHmkR310sP0iMbApYyjPzQ/tlJADJlXhKZvdkgfebbVDcc/SFoQgivuoEfxqin5N/B+4s8xsCF++lghG+TvYu8kzecmt9Mpguk/aAQWab5xMCS64rZsVijaBs6Z49cEEGvCY76GdsFUyX30LuyFJex5QHErI4EVR+c8UBMQx7nEwPj9zEavPv0CMl8fq6vCeO/Ke6MQf/04jJ9XoXO1blRrX3vepDnPGG332W96bM8Hn2UUN43UPozFaTF2Lhei/7hiu1J/LXaBMv3ZaRLWF9d6LaW/bd1qrG2Yqc3IygJ1C0h4aqSszra97yfnPNQ7WVRDXhIEyI4L4CJE29iS/Sv43fMhNf9xBNsM4phD89FrkBV9H6HJF/yVyFnbGWoftiOBMEHnfUakvu4dG5U4XF2mkNROW8ngYtVuqClJCqRt/s16ZfhH4EzLl//XMLmJolwgn6arw/S+doNPwwfUuVq+rEm0cUF63GmAerCfBp5j0NFWM3bf4Hx7mMUbXZbLqaBv3tKbSl5tjZ6XW7F7eFVF/uj75wpV9gk5JFAYhW2zJaeFpXK5vVdKOlOKfHWnHK6IZH58mJ/SypbteZGjDw2uOfPhyZVEpUx+NpYSXNj0FsSXInmGCJ9wY/qw/o7TBD55ayMrP6u79aknE8d69s7oXOb7zMYCj00uNIPqEMHtowU+U9BUADDfZ5Kgc7e3+TTaunADZOBToUmUETh65lQ8HnuGdnmKe+Tx2YJjHkwcNpO1XFVwsTzxzz1whuJnpM/pyEGXryxJlDzlPBloYjUdq5JhlQYdcYnUQDEKWtsRmsd7d6uojucEzigNMy9aHDoqIeX8c7wSMtvlOlrSXRf6+HsUzmWx0MtILkzIRq8fOKSwUBy2jNAv/dfWUOsBR97VRKi0yYqMEtzPOEQPwkc3yKneEeK2+DP0//ZreVZhMZ7eV3LTD3L5fBytVwh5p5i3s4KD+gKcf7LWZACIkws8t3dkWbPPtwn+EYAJNibquvJKSOHC6bpB7EG2H3sZ6PNB+X6NnAc1faP+sW+ZxJNsQNW9PupIE0s1SRJuDXC6g5s+BzcTvckUVhENtjeSzC0FuZoMAez52RZLU/LVAghWx9cwjo+WMbOaGIDzVcZ1BaFZ8rh+BXVHn0TdRlzWq18QLyp6QUHkY0G9Jg4ctXZojdsQ/jxeowwlmk8QN+dXaxAq49P82nMILgmySo5OWKYFovJourZfBB9JH98NgcvwYiKqUpaQr/w0RFNMBtxd1kLBL+PgOb7A/4JbHwBjluN8J5jhqNLX50tRfkvoVGQmhhavjBDrx9IHwm0q6bV/yDYXTAtTPqZZN0lQIeCEqqXS5I6Kp+YS3acAkrCAvvxotUyXk9FPVhm+Vx3xr4TMP9RGF30IGhRiA3b0z2AImm48WQy0YtVdkDUfUSGbQj/GYQys7XEEvBfDAl2L0yXKf/sL25Lmu4PYTcICLRV3vo47/yZzt2SeslzGE3E/vFm7i3y4MRPpmhpX3LdASnVsQ81JPe3TBJUBFht661tTPHbawbHlFa/dY+dARAXbUNEkU0MDwffe+v2R1rIutGp84HngK0JoF9hFl9bR+t5s8JABbWol0lRrJp60BuMPVpgeHFlCFIKqGpgJ1JxzCtuarKUi+5M7YfzatwsaeR+uKJfznrm1iRFhbXmDiIv78XS1rqBv5IosudFikBCAI4Rry9jRC1ey8a5PR7LGv1/7CZhGXG9fP8FDEop1fGy/uxkLfgt/B//hbKl9HE4RZCPsPln2Ofr31xyPQJx0+fxID0dQ14EGxvKULgcZbXARGMvX2VCoMctMVN0/V6tI9lgLlbt7dZzW2IiD8OwbKHcl6xbRXooS/dNG299VIWXkv1FvkpxX2urklU4HOzms2FTWUsde/MXQfBCqLJykr5f5cp9M4piFvxWHQlzGewCMjB0Tga3U71LOubJLgFVgteUAl3Is6uB2qCbZsIq2oF7XH4on0bjkRveQgJyDHYe4kvbVtha1NprSbjTKI7TwmzTGd+DhUmvYb9u07niVTFravOWHoOTgbfvq74oQg/Gsuji2dmOBzmNoAGdWZ9pzYDWVpBGlzJSLtWCswDRsrdiF5U0Svw6f0sgCjzQLEDRYaE6N7dpGv6aFe8qBbigc4G4zOB0NdT6n3Lh19nlETMO74lso4j0mioKJugQf4JzY3ADnrxfnY68B2LbqnWBOgp4/YR7dXtGmedi82mCPgqiNk4PjXcAuDcRvDFV14ZwyX8D58oLFwxPUkcCg7tQenezgVwx2GJJ20Hh/37sXrxtvKiYI+EQTjz0LW1bjHcJhFtPnk/mMez2aby9LPaHv17PKic+rw0g5VF7+Ygw3B2RhRDKe+NUCnvnyNHSOZMfrQR0CMDhKSVPI4TCFPC9WIq2IyipnZ++A+WEjOJnR7lKgf94R33J5Geqop6ShkdUZqteF+bRJsK1tK6Pt+hXzKErsfi7ii2EF3lLGn9391M/cCFeuZswHjjQFw6AUq1CPdoCAeUzVZi/mrH3Gpe1XllnmExKpqoH6t52YMArZL+2+1CGVvFHVFU1Sl36Ud9iCBDOmz0M7ZCfEHEMjnOp5AjsgguufnFfjOvhkmfOC/KNpy+BZggnoeJ8pPexXh+3iPhnODP01x/Rwx1htq2gmUfLW2xyX/YeUaCQU4YWZXQ7GMzS5foiW/QJgSXRbROAv3Ew4RSxlaJEU+mXRTKlE/a12maKy9iDM5wWXKpIT7+xJlDS11Ljl2qk2EVNMvoPpl67WBGdnrXmfU4AdX0jR2H/CltsIwofxdwxdsvZt+yraV5+mq45tcqBp+qVQDHH1TTaGDvhf4YD25YAoXFXEtlxJ5dTCnptVKMQ5z6IjjNDFanqYUxP8+RmXyOenJmM/R/rRcEUCp3I/vcDlQ485bk24FTVOH7Ayo/ZpIrfg9hsGphQwy+EPKh2bjb8EJUEctFXm49k5P2q2iYLnhELYTD4TfnPsU7C9cNei7uB8KrKf6iCbhfV3KS7bfIGzKCy6VNTL/zwx3yLXm2eboYLqtjje1yV3EBE8zONHUcj84puDvUXRQpqJBOy9zkR+IKISXDEBcZ9LiW4TyU9ZCAkbMgTAyqYJ8ATL5q6SgM/Pprtz5Eht0taSXcM92GX2wqMfBe8r2KAIPtQE3kL1AwjbufKrVpoMiXUC8x7t06vcZxoX6yML7qwOYWqeXUGiRjuiPazi7sYJ7M8jV00farPrZshs69jtgmkWOOyZGXpf+zsiys7xYSVyKK72oGwU6YJXqCBKR15k58dAqKgWGko9BZXgC/TNcs7xIaywzdABwua0t5rkQLDK7N6Vmp9tIXLQYM6kQ+ERMcMUd8HIVNyujx4oB0Dy/VsTfPiov0DoOzpdpkf6tU0XO1IzOrtvSvz/u4csNVFXPzUO/3cjDIkTzdIGgRR3NlJ+K6c3LsVfOvGcTv4bTcKrvkAn6CbxiUW/DcIlbpEqS+GzXjWNqaphephNXv1WkRFQkIYRzszeq1FuUm1ImEtK5epFcCO6UNuTD42Em2YwoWde/1Wdp8LeZWoWHNBmxZfIP9ytwhiy049jrjfycuEDQna81NLvG5Bspte+Qo5DrkZ090CSgEpW54D8hGmxMjD3782awb8ABeTZil+/ggjB9u+K9Z5lCfEWepkK0r+q/n4VyBYUJpimTeSicKIndzsLhF8xpkE3FLO6oiVDpeiNVywCNUofOOqNoCj7iANomPHPdS5PiwudcPcCvDpcvNkaGBMPrvL3rWHfvJo21wZ7DeEH66EuOfe7aJNeUl/3c8y5/uOhvzHxlheQ0pUQBTLXrzJ396f1BfIZv4wxUhcgHGYvUhNcvJrq+U84lsyE6NVeGDI2JqgBKQCqEffgXzDkDzdMCnfymSCrBSZps5uwQr7Vd6nPVGTwEMNZbzpzrCNiEE3Q/fY+g3L0bXBg+x1URlHfSz1hLtOK1uHhcCqBlrD6mFeoDZ+XJDFYMgwXIeIEmJGcsJuuGVSrWIPzT26K4RmxB37ChPZIg8xm+xntg5SlGPQQaS5WJAzwYpmS/xQ0Z297HPZoua931H8GKoXzkMzwEnr3m2NJfegAGWdxoMDOSeWCzZBbnnFD5CRrizPIQimhSqOpWyk3aaKYHvCU85aDtXoCGRTNbfJuzl7eUDVWgKWs8HJwiaUdhxiAx43rVKxAMAU1ojRDw0chc5lCnKEt8Yy5Bma5QYmtHu+okaSdcAuP7I4xKI7CWkYl5y8wA/oaL8vqlRTl+dyTJN098radcRV/i1D8Uu5ymZalfpJr+ZUARIjP4C/DnEw2usBZRjv3Iz9YIjUnF51qKCHBd6O5DrTlhP/VbDfsKTRG26VRwUcaVkxgrzo0XGYHwJue6pkJWY6aILC0HyJafbruXKZLB3nlPISgI8+vqox4q0f2/J+E9fKdYzWYPvnbh+EwA8L4gyS8QPmtZXQV5H88GxTV9DnABff2cTFNG15EVvBQ0y2ASajD2kU99kJ10Tlge7vpd2h3ywrulQkzBGQty/rblhv7r1j4ifY+WlvKqyN1i4mKn+Nn5YJlW19KKew81xNCAQfI6uyjfbBBuUFvvePrK3ClGK8k/o0t7L9IcM16RziRconciItvbkwNJ/t7nYXLKL+oy0y/IdRvxvCGivWz2Z4G4NHmI3XTb1SRutoV8kG7W1703lxLtyQZNM9WWb2geLkvKmLPwRl0GecQ4161r8hDmlgcX07G5E7LcFvCJTm9DKsDdPrjj5tXJh9PbHECw7i/XPT5a/ClxFkbspJ+HgEosu9CJRVqz8uHS/M0M369w+VuY5+W5IxUUWmNFAVyDEf6ORkt1dBbQa2J5q6bKqVH0REZuokK3JPGD3RtGtG+eEQu43jOcy1I0Vu1TqhHDHGYAlvYjV9BipBeDXf3/wYmhDYrKif6TjOCyRHhwSg+IC+H19KYE8wURU5WIrSrqeCh3wrUsNrkM8CfQReNdZm6NXJkQVc/Rl8B3i6VWV/6GqtPFh9Ycl0daIyvEC8xiE0jH47RveStET8u6RGG3yhpWMiqKmfmow/jZ1p4y+L+A8+E6FQ7L/vV5m7YZgD/ICBP7KsB6FAi3iQQ/o5MivZblHfa/h/SfwBO7eeZ1SZwpNw57PjHTQwhVvF9ZMbhOrRZm3f0uUKZUWfRw3JEE+S2y30PJ30V8O/f4FBVlyFtoYXEi84Ky/MDoEVf5NWuOmSpcrapX87eS1lfMfvPuzNEADFYheMWjo6LticFUdQof2rEZLyXKrASDWI8Jg0sIPSkL7g8omyF/teuUKZ8ZrdKaZdVWgdZs8LsYan1ISbRU1tsA2r+CR7x9a2r8si4M1QqLyGzC5M5NRYZbRmnXHPVUruKk890aP45rsKR/7dZy6BeQcmMOJeYFXzM9jAamV10/2gA4wOjoj1nIE5NebRsRQUAFr2zX2oaQhCPx7pmCzbJgEJ00Rqn3YVdnBs4TZxPL4f4CuQxuHRLHlyS2Ga8vWLtFf77fZAkCaBxvPsuMEt8zY6Cpe7ZEi3TNdjfrGfBGbXv0ZT4GbqNnYur4p76O1Jy/zf8RyGuhLFJwMo0/iEtuIpuoi+D0CQzgONbsI2MbUnsOPxmcLCtKKOnjJPKEBW7awxM7d7NBV6SgYybFtcvqbH/Eq12/QzRk1uFbNjtbC2aRE4whl3opwtNU4ws2qX3s0o+hO6UqK0ThITE1dqFPsGIOhBOE+p79cHNhfwHdeKZKVpnL4lWKM7u621C9UXjmbWpb67ye3WTlR62UzK/veMWkBDPS6q6OanfC/S6Qrg8+8wJdxvahcUjBzpLBlwOVbXYj7mDw6uF3ODqRVfso0AlRHSfYf06IcygW41PSxqGszU7cyv8Yv2lANGCu99GjOrpWia62ieNpWXdlulRNGdWeys+mqSSaiwWQzgC68hi0BL/AiS4qzvXQTFrPyX1JXXTCznoqWc/DjOsBbTBLT07yeT8ORSChgNQccxosc5tAoI8klWduVf725trcr3sZkvdsrd9fF7A2Yl0ThUDxWWyhxURkl3y+ruNohKEPLS+StjGxfs=
Variant 3
DifficultyLevel
367
Question
What is the rule you would use to find the next number in this number pattern?
71, 68, 65, 62, ?
Worked Solution
The difference between numbers is:
|
|
| 68 − 71 |
= − 3 |
| 65 − 68 |
= − 3 |
| 62 − 65 |
= − 3 |
Therefore to get to the next number take away 3.
|
|
| ? |
= last number − 3 = 59 |
| Rule |
= decrease by 3 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | What is the rule you would use to find the next number in this number pattern?
>> 71, 68, 65, 62, ? |
| workedSolution | The difference between numbers is:
>>|||
|-|-|
|68 $-$ 71|= $-$ 3|
|65 $-$ 68|= $-$ 3|
|62 $-$ 65|= $-$ 3|
Therefore to get to the next number take away 3.
>>|||
|-|-|
|?|= last number $-$ 3 = 59|
|Rule|= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
369
Question
What is the rule you would use to find the next number in this number pattern?
135, 142, 149, 156, ?
Worked Solution
The difference between numbers is:
|
|
| 142 − 135 |
= 7 |
| 149 − 142 |
= 7 |
| 156 − 149 |
= 7 |
Therefore to get to the next number add 7.
|
|
| ? |
= last number + 7 = 163 |
| Rule |
= increase by 7 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | What is the rule you would use to find the next number in this number pattern?
>> 135, 142, 149, 156, ? |
| workedSolution | The difference between numbers is:
>>|||
|-|-|
|142 $-$ 135|= 7|
|149 $-$ 142|= 7|
|156 $-$ 149|= 7|
Therefore to get to the next number add 7.
>>|||
|-|-|
|?|= last number $+$ 7 = 163|
|Rule|= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
371
Question
What is the rule you would use to find the next number in this number pattern?
118, 109, 100, 91, ?
Worked Solution
The difference between numbers is:
|
|
| 109 − 118 |
= − 9 |
| 100 − 109 |
= − 9 |
| 91 − 100 |
= − 9 |
Therefore to get to the next number take away 9.
|
|
| ? |
= last number − 9 = 82 |
| Rule |
= decrease by 9 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | What is the rule you would use to find the next number in this number pattern?
>> 118, 109, 100, 91, ? |
| workedSolution | The difference between numbers is:
>>|||
|-:|-|
|109 $-$ 118|= $-$ 9|
|100 $-$ 109|= $-$ 9|
|91 $-$ 100|= $-$ 9|
Therefore to get to the next number take away 9.
>>|||
|-|-|
|?|= last number $-$ 9 = 82|
|Rule|= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers