Algebra
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Variant 0
DifficultyLevel
433
Question
Johnny created a number pattern by adding four to a number to get the next number.
Which of these could be the first four numbers in Johnny's pattern?
Worked Solution
The next number is found by adding 4 to the previous number
|
|
|
| Starting number |
= 18 |
|
| 2nd number |
= 18 + 4 |
= 22 |
| 3rd number |
= 22 + 4 |
= 26 |
| 4th number |
= 26 + 4 |
= 30 |
∴ Johnny's pattern is: 18, 22, 26, 30
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Johnny created a number pattern by adding four to a number to get the next number.
Which of these could be the first four numbers in Johnny's pattern? |
| workedSolution | The next number is found by adding 4 to the previous number
||||
|-:|-|-|
|Starting number|= 18||
|2nd number|= 18 + 4|= 22|
|3rd number|= 22 + 4|= 26|
|4th number|= 26 + 4|= 30|
$\therefore$ Johnny's pattern is: {{{correctAnswer}}}
|
| correctAnswer | |
Answers
U2FsdGVkX1++2DSdFHl4Hq4zwzBVzb5iFIQHMAlKhJLo1L1hbGSGxeVD/1Iu4StZiVZH22HOeV9qbV6+nE5kyHXq5OpI3yBQVDyMrSInH6T5Wu8dkIRK890IEdSaS5TS6uTVqIYKl3vI8HJ1B8bbypq6aFN08TgBb+nCo5N0vekZdXxJpDyJmlF3qQ2GtWUwRmufnd1DijOm+9pjNa8VhLdR0+uN5EK7M5sI1jdNKsworKJAllRMK+2SnPr/7pVv8XN881TjSwtXQt4FEDtIrjFCzHTgEcxrpO1eI8mvaqHfjCLG80QYbtihF5PMhvTgXQXdADEMH9noazwFff1CAI+HnN7mu1/QM5dDSKce8/mS/mZSC0JKrJCiFdS2Qat8k9JFteoZ/zoDlKadPhoQEBySg6uo2KpvVMDHYsKSi62Pk4Y7XoPLd4ufJQslXk14MHrSXf2NvNzqAjUTusHhKXi+Gzfdu9nu04BTuQ2X8Aoz0VaG60znKAP8M9d8LP04vlZ++SrYn8gmzJZHd5Q2x1C/8NjYQiiIYCZxHGyFEPLo8BBdDaBhzG2JXOwUxRjWPgF7Ujpz3E0aTsLkEpGEwHtBp2kRLmWoW/gD+kBmCKPHmQKafyte2rF6Ot3Z7FbW4KJE7+qej4B7KR1OO5yReL63lceyJB9vqfEG8LNrM9fX48Vbn5KvGdzENt7ME9loeOMNsfPEyOSUbXHYxM8BHbAxQbMv4YPbt3BhPZ7h4m6tC16UsTDluOHSgIbeoNdwABhBXIaSuY/JSjaMN1bFzmTkJ6/+SaAweMMD4wPYCqQCGF7we+12eOxzNgg0HZOZq6SBr1s3qjORXubqaTP2mf+hppXHNpQzrorvtymfJb6NOVRgybs0AgNa2XnXrfQhLsGm1E7bRpC/ZdolKtW7tn7aysS5HmcZZLCfjryjAustzXYtix65okbgFTBAnOA1v5VUcXjoHoyvUH4Y1mVCG3jsSluADYDlkr1x7nlEArTwzQLcghZQpP6AJKUxmkStIhNugKeMaiRpk4FjcBlIL+KYROIan8epK6YoE0AIhnj9HNKSh3h4xiPE9XCqDWijW12tTAmZYrFe8JN3jg0ost2vBYAh7pUz+v/DE/qldBSKnRRlalIYX5Btx8uwSIS90CQO8W0hiJkqOisVu0pO23vLTtAxMTn8A4XcFsyU067TVKK21h+LKjcyGtCKxhoGF4wdSXwEf5cL+1JBQMTYyJQ8at/wb773iXbsZ+wtgEgrf2kEXD7UJ85RopE2XvfUv92jtH7rpWYDXiKHtP+LgKs9J6XrlBrGk/3aQTDNRqyYxZaUMStipNGR6JRgPMIXczouNSuVqvvRx4xxxk07cffP4skajf2uXL0ROuDCwGBvL8xWO5yXCet+PYuw4Q6MFFAI3HRr3aYXB2bWCS2Afladn25rkGJoV+zSPV5vzO/PNpeT/kDY155kwalA7gzffskuMTYNI8oM7A6Lzf+b1nTCz/QyPfKO7v//CJCW8s7sTJbk2dDKfUqT1t2IF/hKktWCfr7DHolDox7Z1eFYcV32ZS5Kxp+nELdx049BFg0JJVO8VdZA5txY2bJEgmhVJCbVuqN3Bkx+/5/DAdb6txtHaM19m2QiY1AqaehXU9TYZEC6NuMaSt1KzHNrsTprXOBRhjcWxsjeczmvu7dohP/6QgUXh5xnUtJAZNp8QREg8k6caiLRM3Y/oPB4xU1IFfdHcUGt+Rf/dH+qQZ+NyA+8TTW4zV+kmyWbWR9kxkDKjTUzUxOh7BGd4y6tpsn3sEUOlYiFNMuqkjLUWSYltj8jP1Iob/S7G3o4AcXwzirLQ6NzvnCtCWxgfRNyp24+TGFbRbfKnp5c5qWz5g8dY28///f/NiWBWGILvvMHJMitTtcz7tb5A4R65wnenP4mtv23LB6Efi3Zaui94R9vA4q0gEfrioYktuKwTyEhHsv0J7tCmaByu2AJuY2GJ16CdLnByt48v68vp65gKhgxaJ1W8oCfrj1obuzKDyTiT60DToFN3QULf9IMYuIoYlRS9cf3ZJ1T/ZSHng/UUR9GNrSZxibvmrrM0f43V7K4THPTjtzDLBVSwncRtuKLxjhkFQJMhOGxsCU4F+SNr2ikUPRlXf5zSY1IuavaYiHLxTbVedWJVF1FaGbIjMkOAfZr5oBSsoroh1PU2+ckX6ab1lu4cx9DT2YRqa3PtIiF13e8Rmi62tj/yekUnQi/Psfu3x9dF19CziK1+lD/zjJpfbCY2U6zvGIHNzetaAVt3XJ+9RJt0ZeOC4HOrDhd0pk8L8BXfgNT2Mtk3kv0EYO3ygf8w2vi4hdBOEokGaDIp+A3r3oyjM8vt14/hD67bf9LrA7b7U//geDxXwA+M1GWEiv6Wp2a+koFW3V8QEjBRva8RVhslJyrs9oAItLDNHIJ17ICWmcKaIbiKcXDC30tl3BBqOhtQLXkyCPW+BOilqpyxhSL+v1tcp/tfb4vFBE5QRyEKJomDYnlKoTzllaJlANIUG2kjqAIvW9nI/5lbjAgF5ckkoUhqDxujgDYnJvSwPjEBdmrJ5xkmCdOtyNg2fDd0PCaFg9mE+AHGhiQt82k8dckvLIuUHnBTkrQ4vGjootdMjamkc1+6OtXMdqNOvI4hVFLWj7dWkXSjEahYyART270bis+eqJyYovjMea2
Variant 1
DifficultyLevel
435
Question
Pearl created a number pattern by adding seven to a number to get the next number.
Which of these could be the first four numbers in Pearl's pattern?
Worked Solution
The next number is found by adding 7 to the previous number
|
|
|
| Starting number |
= 9 |
|
| 2nd number |
= 9 + 7 |
= 16 |
| 3rd number |
= 16 + 7 |
= 23 |
| 4th number |
= 23 + 7 |
= 30 |
∴ Pearl's pattern is: 9, 16, 23, 30
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Pearl created a number pattern by adding seven to a number to get the next number.
Which of these could be the first four numbers in Pearl's pattern? |
| workedSolution | The next number is found by adding 7 to the previous number
||||
|-:|-|-|
|Starting number|= 9||
|2nd number|= 9 + 7|= 16|
|3rd number|= 16 + 7|= 23|
|4th number|= 23 + 7|= 30|
$\therefore$ Pearl's pattern is: {{{correctAnswer}}}
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
437
Question
Kym created a number pattern by adding nine to a number to get the next number.
Which of these could be the first four numbers in Kym's pattern?
Worked Solution
The next number is found by adding 9 to the previous number
|
|
|
| Starting number |
= 23 |
|
| 2nd number |
= 23 + 9 |
= 32 |
| 3rd number |
= 32 + 9 |
= 41 |
| 4th number |
= 41 + 9 |
= 50 |
∴ Kim's pattern is: 23, 32, 41, 50
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Kym created a number pattern by adding nine to a number to get the next number.
Which of these could be the first four numbers in Kym's pattern? |
| workedSolution | The next number is found by adding 9 to the previous number
||||
|-:|-|-|
|Starting number|= 23||
|2nd number|= 23 + 9|= 32|
|3rd number|= 32 + 9|= 41|
|4th number|= 41 + 9|= 50|
$\therefore$ Kim's pattern is: {{{correctAnswer}}}
|
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
439
Question
Poh created a number pattern by adding five to a number to get the next number.
Which of these could be the first four numbers in Poh's pattern?
Worked Solution
The next number is found by adding 5 to the previous number
|
|
|
| Starting number |
= 41 |
|
| 2nd number |
= 41 + 5 |
= 46 |
| 3rd number |
= 46 + 5 |
= 51 |
| 4th number |
= 51 + 5 |
= 56 |
∴ Poh's pattern is: 41, 46, 51, 56
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Poh created a number pattern by adding five to a number to get the next number.
Which of these could be the first four numbers in Poh's pattern? |
| workedSolution | The next number is found by adding 5 to the previous number
||||
|-:|-|-|
|Starting number|= 41||
|2nd number|= 41 + 5|= 46|
|3rd number|= 46 + 5|= 51|
|4th number|= 51 + 5|= 56|
$\therefore$ Poh's pattern is: {{{correctAnswer}}}
|
| correctAnswer | |
Answers
U2FsdGVkX1/p9MCyGAiQmog9mVMYllo3IGVizOg5KeHPAXj+ZFzjxAwiE0Ca9dv3AYclClbZHfryxPGvQHgR6e73eovBNJwIvftBaXh9jiiiCNTNZyooYK9Tr8D2aTFCZrEJcZaMNyKMENYptdTNwhRjbNDuQLvTYviIdnEiyxeLho9jKbOB9NXYT/so8fsONXp27Mmnk9HLT0cPR4PZcKarHxbHrE9An8qnYrJeHTHH9e1b4WSCdU8H9L0ov8cAcnrQsy5JO58VWyZzjI5QkCWh5JLt8SY5oB6V+E3EDkWJIL2WWKeb4Nci00IT0LffTY0Kvp0hg28/yyn2Zkr+AMd8jN15egRHsT6P1UD4HC2b4SCDerrQLfcvn0o4c/I5OJNWtvT5TxEBzMCixfMLUXWnqxbfOAFok6tqdsSN5tk09nmK2JbonmuZbmD+C0Bq1RyaYvm9lTKyw5VNJuSI0QiP0MaDFK85HAE9tGX+88GM14W2BJiEo+YEH0tIEVZ9j3ly2YWAu34xSSVb4E8wI7b4o3zgCjILo9uLTOnINzBQ6xFMpWmhPdHCkg6iL1iNINKyH4n8AF03kWo52/qgfAks6a/aVgdDtHHO7naS8FTt28xMCHifZoxDOctiZXA5hpHti69wshoNGi16YTNRf6DhIqVJsOnaSMZpwWosrdRA6yJXZSmUa66pJamEfgiqHAjmfg7wBR8iegxSnSaR9TDyBuxZZeLYAk20bQa7AZ3Wpjti9CMgAJtTX0tAiTwxBkvL74rq5k2luxlDs6VCq5bh07tkSyFuMBH2F9TSZ7840vBBXAYMb0RobmGLY7c81wXtbI6GWNnh/G5c+Xf8/yesSXjGE3vbjkAG+6a/01YApBihKXMs8nKkbqOUj+D1ORiR36UAHe7FNNjla2isOPxToAODh0AosSHhAwr4ER3waPa+xyUkERT5JHWKoSAhMj64E/SlCpjcJnBPhLdPi5FFLxRp67Da2nKPmz9cLb+8taZ0/W0F+qKR1g6miSoiHsprlCsS8+bcCpaYOmRAfU8yJWOek3Aw0Hhn9+17FjAI/dANBN0XXmHaD7RslIMi4NmhgH93k0CYcagIDuKBNfgwtFNqRj17sDblZ2X5IHhVAfA+oSSfKLKR8SQv50oF/ZUOUF+5hLAJ01Vqw5KMQSHmRFD31TqLuqUbLMfC9SM5yeQ7r5CI2glhf1cynlUSWI7BFgLjOjd5tv49I3Yi+63nwzpMdw0G6/xtz3MX2oVpKaFNwVP4HAsKJ7DqylQQL32oNRSbdFcw+PF1JzVxXx07xzBwD9nLtL8dKjBHz6FeYLjNJrJGB/TFgrJtoMoFlUdCShRDvhitI1IEWWo6YNA9AmN8FZZRe+d7innV7LWvaHoYxQQadGA0KBUB3ol9rSQKFDZnfDuks633VrSV/MOWkJHsGa7uu9pUOozBRRsjgxJGviLatRgZhioJb1Tc72AIWzONNLuQWzacYLHeNCiTSHrGgjMyETX1qWA5uTCtxx9lUEO4v7tl5tfA/Snpx0Nlq77tYqn7vyQ1ECf5eLMRNLMmFnRsSKbU/t7IfC1V6ns628NvW03JS93lpEvHDMVRtTMNavOCcmTMm6Xb706f+/WRLxHqDIUC+TewDrsFOrR1Sz/OIvGziDz1bnZX0Elz9Ly+U4EfD1hHbJicV03kqP28ZKCEDdjJaMOSlqd2dk+GswMo9aQF9KcZMgxL9WnlDwIhsjwyNfRH7r7SLMPLcsBMc9wGgn8aODNT9v7QhAUSRSVRzb5DBcJJvFJMY7iqWDqLV6KL5u5O2h/eeYNFcOqjxGez/Q2ZqyM2gk5Ri9lOxn7fhylI9l60PeWUDTIUVLwN42aupgONbnOsP2XO42GZaUhyq683tlhwD7ktoPC3IcgJgrxM38e2f8B+z3yW99QwHQjqiNIqVt3atCAFeiFts3rJrz01NByn2jue6JcZLhwoJpjB7ezo7c89I3gIMjDZVCm8UVLcLa6yB/xAnER1LrtiPCdOvxS4vzAhzVBSinF+UCUKTqkD/2Djxuka0phY99mZkUMv1smZ6hWcvEOTbgEJNrVnFoqoJAmzGB4/6hzYnhRs+WocWJIlcniZxgU6HXl+NEO9iXyjrEl1jWICjC0d1Z1OrrUKdYXWs0HkPWtNkc5Snv268zKS8a4HzbQowTQCmUeFmEfA2rHYWKiFjh9jmem+aWCEr1N7kUivasgf/jrbmVAbO7lofhvkKngikMxwJ5BHxDHzZQQexHjKbReC/kUO0ZPBXGAqXi7eH+qssagXjm51E0LzVXsiHQbDDB9JhkgaE7nq+N8szcTJeswFAcZ68rgiFbYDKDN55lfCOe2SWYQfd24lHxt3P/juYVUjblqp9SKvg35VV8q6rWaLMwiHSr4gpUWXwSTib2TAXBninlREJX51vMeZhdwPYxNiP28iefisGNV0jkutyfajdB6sbHUARU/hGwIqh85TXPUcWU7Niy6NMAXvcGFv6OnKcD2q9AO2hbQKDXs5N5VkQ8JRqSGBfgfhIvA65AgqllFsJR7JSM0dQLfdol376mn0rJ8eeFOueVes34A8toY+UiTLSlHUWBWh3oFbtwAnh7y/r3SBVl7TjsENRH1iVJFfLMkkXq3zDKR5OmPQK4huMvZXnagN71mU6pzyaONLcNKe6u7wTMns
Variant 4
DifficultyLevel
441
Question
Letty created a number pattern by adding eight to a number to get the next number.
Which of these could be the first four numbers in Letty's pattern?
Worked Solution
The next number is found by adding 8 to the previous number
|
|
|
| Starting number |
= 31 |
|
| 2nd number |
= 31 + 8 |
= 39 |
| 3rd number |
= 39 + 8 |
= 47 |
| 4th number |
= 47 + 8 |
= 55 |
∴ Letty's pattern is: 31, 39, 47, 55
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Letty created a number pattern by adding eight to a number to get the next number.
Which of these could be the first four numbers in Letty's pattern? |
| workedSolution | The next number is found by adding 8 to the previous number
||||
|-:|-|-|
|Starting number|= 31||
|2nd number|= 31 + 8|= 39|
|3rd number|= 39 + 8|= 47|
|4th number|= 47 + 8|= 55|
$\therefore$ Letty's pattern is: {{{correctAnswer}}}
|
| correctAnswer | |
Answers
U2FsdGVkX1/ncSLamLvDEdf5eJtQcLR3jyUBEfYqq47/8LTogJjq1Aam3RpaOBkLdsAJWRTImEQOKPLyjLs0+EX3Xr/7i5BdJfTJpNpgZrI+8GyStdwwKk3HklAplZcDWBAYtt0QGidP0CodMM3FBOLQsyxuWLQUkuHI0lClsqEiW/c/lzsyG83aYZuCeWFJscXfMVhQtITk0yxsUM9QGy2v1Pl60bD1RcXqMVn2xS2DwxsnMX5H/zl/I2z4UC2WrmU2mOtLViRxbfanRN7B++zR+Y7doZ75K0HtNOreH8iJn44KzNushzTZS0iYIh9sjJGiYWQq2pe8NvvyjhNK/OR2ypW9gCw1vnDQpQU9cHseqrvxy8T8WlanTzscKUUO5uMJmvRY1kfTlABFhLWIu0ORZ1dTbZWjkirWVLaDdoc7pqof5BIy4VCKHOxJaZ6YZ2Z+p24sjA4fii40W9lMfYRf+ZZHCa3JR1QPuThp3Xx8rXj1seXoy05PSRI4I7nMp6tEke+Rg7t6UuSAGfeIOxVBidaUcsuH7YmFzfWLyjh8/TsvFAsqd69V3MImCMQFFSC4mzSosrznCzC0KovVUpCu13W4lRqdo2K05fCR0iaNGLgaTrduKdX+yvjIRtVPFogzBv9ItTJrF4JXoO2W3QI24pPTVfzbi+8P/kcIAJN6HP8hpbBGB8MfnvPtJbOMX106PV8pHwE1+OYP9/2byBYD9mPSFRgjDquJIAj6Amz1Pm6rZp12UzdziI1ZvCc+YgfYd7v0F5wiuG6FwQlEsKy1wfKfLFwUw0VCy9zgOYe6/5jtJp6Fba8g3IAnFK9Om16LGV/q1YKAxwEeEf+vPl3WfZRcPZgdU5DTrLJq6kDlFtJWVOw1URWusVFQiEfV9dfYSxC5+7soX07EawzF8FV1iUYefPKuUPE4t0Q5F/yqnoLhinl1SOnMnmM2vDRJxJWU47QgvDH805LrvyHykrZRqFrhXS6kqcdb3Nwq4Wx8RgynguVyU7udYuqoJTpkVPs52DP8NC16LITW1f8+gmBX55Fv7wb/tPTmgXHlySQj85huWq+9m9wD6aYCcf0sGKXBJ3QUdVuhkN12LDJ2EI6QkC85tXfBGUBdGC26x+QZagJYvsYiWtvqnFk5WSQMeHVVi3IoeBE9ALYxbzU1vXzHmqkAPTuF9bDizjtLGHT247/C2ELHQh3YVJrDXof+roYGzVtXdxtrs4PjbJWH1nleKiawhReAsuGkmJaYHN9J7oz8ELx1JwcobGxS+mlAcB4gXwKQ2NCmcrj7v4I1i7Pjt+87Fp9K9sl9K5Xd8kedDj/b094i1b9fR+W0cR6XCD0srLr271IlW4ktfBoYE2gz7c5biBwjhnMG6RDbrjwbQ5DVQeDW8HA3/e7ZC8ahPEe7/rWgYR6eRT16aNPlTTv+C3VkLwPNKzztX8Uv5XO1H8+pczBjh/nGaNSJWHWyl7IjS2hDsoOkYB0WlJbUHbESz8Qp6bWiAreKKb3VqvevV6uded+PHzFQTV5xDpDC8cOA166ADFFIYymnP5kj4NhxGqH8gNpR0R29MRkzS4GQG+EgHymMa6SPnqiR+PkSLGNlVOq7YrfwlytXE3+q6tQIeycYEBEyloSpiRFwXRz0bquwh8dvrHGSwCaOmXe9Pdy1/1Spnz3tYlXvEgjuA++7xGV0PHzTx3Z9fakm0++Rg5Ccl/ICiClVp6wS8GCgvlEH6A4QORTDdF1G0wfiwTc1yQ4Xh1yaF9maIwd+k8kMRFIgQO1mT1829RmgdcTuTob0dzxnDh+d3Dz3D3bleIig8d25wgNceOauDLlxWmHXGz0azAiqSZP4maPUfPe9hGz5Su5nsA+O0LR1Bd0w59VWYwxgyNJt0eU1H8bqepvSHHF0LKpllvhcmTmdPIZTIoSnmlGyWyWop68zcbgrkJ3pvOZ1QU0OWBUnCJeAEuZk+6lWDn3yL8jN1Ipuvh0TtZCTYS34LHfAyluJcYQN1vNp8JgKghZoY0/vMFSyKY+f6N6N1wrd2Y/XDZ+Pfi5gkvf3SUZP1ZxmEQTeQesIhOBnKiX7/94WY1pMONgxTNfUE7bW9iQ+3haTAzDgch1yrmmG3gxnLzrzydNQMa+NseYgbJn7GDNTwizaKwsi0gMQVRHlhqz3WidGpZtohvu4ORHfQNvHYc9iUkjSmDNqBlbhHW3D+4s2HYyhVdsNncrlwQm9EKWCVSCYefXdLuLlVru0hYlzeo0dr0oiRaQ5+luRnfYO2rF0g9kAbxYmn4qOlS/lwCWAvbvsO8zKIKW2YNNLR0BXxBq10HgpCRgRQ7I9kBDtMrhUbtDz70H2FNLk4iyUrKbafE4iMvF6WuKusniDUJB8inziPFCZwgAY50rkgGptBSKdpEcVwbbhzI+PlLpK5n1/IMmIv4dBLsnjSyXq02MYPxj/MlSyRzmQmdFlapGpbbQj5QuO7025hzeQ3yPvX1TG6yGNadsRlg5al1KRGZg0b1uX7EVvlCrGfySE0YhwRx/SIkrA76LkHHVY6fPRL22TG0JyGq6BjBsFKagRDIHzcvlYZ7DkO5FLoGtIS4V/W81LA0zSUViHmJ/dhNQ9aT3eZl84ACTag8H9ZFnhyZFtL9yu7Ec9tql1gCPnKvzd+A5Xp0pEbMFYwaGg8k2uDGiEkfy29MIZmGW4
Variant 5
DifficultyLevel
443
Question
Neil created a number pattern by adding eleven to a number to get the next number.
Which of these could be the first four numbers in Neil's pattern?
Worked Solution
The next number is found by adding 11 to the previous number
|
|
|
| Starting number |
= 31 |
|
| 2nd number |
= 18 + 4 |
= 42 |
| 3rd number |
= 22 + 4 |
= 53 |
| 4th number |
= 26 + 4 |
= 64 |
∴ Neil's pattern is: 31, 42, 53, 64
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Neil created a number pattern by adding eleven to a number to get the next number.
Which of these could be the first four numbers in Neil's pattern? |
| workedSolution | The next number is found by adding 11 to the previous number
||||
|-:|-|-|
|Starting number|= 31||
|2nd number|= 18 + 4|= 42|
|3rd number|= 22 + 4|= 53|
|4th number|= 26 + 4|= 64|
$\therefore$ Neil's pattern is: {{{correctAnswer}}}
|
| correctAnswer | |
Answers