Statistics and Probability, NAPX-J3-CA40 SA
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
Variant 0
DifficultyLevel
731
Question
A random sample of people were asked what is their favourite winter sport.
The table below recorded the results.
| Sport |
Number of People |
| Netball |
56 |
| Aussie Rules |
69 |
| Rugby League |
42 |
| Hockey |
17 |
Using the data from the survey, predict how many people would choose Aussie Rules if 2000 people were surveyed?
Worked Solution
|
| = 56+69+42+17 |
| = 184 |
∴ Predicted number to choose Aussie Rules
|
| = 18469×2000 |
| = 750 |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | A random sample of people were asked what is their favourite winter sport.
The table below recorded the results.
>>| Sport | Number of People|
|:-:|:-:|
| Netball | 56|
| Aussie Rules | 69|
| Rugby League | 42|
| Hockey | 17|
Using the data from the survey, predict how many people would choose Aussie Rules if 2000 people were surveyed? |
| workedSolution | sm_nogap Total people surveyed
>>| |
| ---------- |
| \= $56+69+42+17$ |
| \= 184 |
sm_nogap $\therefore$ Predicted number to choose Aussie Rules
>>| |
| ---------- |
| \= $\dfrac{69}{184} \times 2000$ |
| \= {{{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 | 750 | |
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
Variant 1
DifficultyLevel
733
Question
A random sample of people were surveyed on the brand of their smartphone.
The table below recorded the results.
| Brand of Phone |
Number of People |
| Oppo |
27 |
| Apple |
108 |
| Samsung |
71 |
| Google |
10 |
Using the data from the survey, predict how many people would have an Oppo phone if 4000 people were surveyed?
Worked Solution
|
| = 27 + 108 + 71 + 10 |
| = 216 |
∴ Predicted number to own an Oppo
|
| = 21627×4000 |
| = 500 |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | A random sample of people were surveyed on the brand of their smartphone.
The table below recorded the results.
>>| Brand of Phone| Number of People|
|:-:|:-:|
| Oppo| 27|
| Apple| 108|
| Samsung| 71|
| Google| 10 |
Using the data from the survey, predict how many people would have an Oppo phone if 4000 people were surveyed? |
| workedSolution | sm_nogap Total people surveyed
>>| |
| ---------- |
| \= 27 + 108 + 71 + 10 |
| \= 216 |
sm_nogap $\therefore$ Predicted number to own an Oppo
>>| |
| ---------- |
| \= $\dfrac{27}{216} \times 4000$ |
| \= {{{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 | 500 | |
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
Variant 2
DifficultyLevel
735
Question
A random sample of people were surveyed on what is their favourite ice cream flavour.
The table below recorded the results.
| Ice Cream Flavour |
Number of People |
| Vanilla |
49 |
| Bubblegum |
28 |
| Passionfruit |
35 |
| Chocolate |
59 |
| Caramel |
29 |
Using the data from the survey, predict how many people would choose chocolate if 3000 people were surveyed?
Worked Solution
|
| = 49 + 28 + 35 + 59 + 29 |
| = 200 |
∴ Predicted number to choose chocolate
|
| = 20059×3000 |
| = 885 |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | A random sample of people were surveyed on what is their favourite ice cream flavour.
The table below recorded the results.
>>| Ice Cream Flavour| Number of People|
|:-:|:-:|
| Vanilla| 49|
| Bubblegum| 28|
| Passionfruit| 35|
| Chocolate| 59 |
| Caramel | 29 |
Using the data from the survey, predict how many people would choose chocolate if 3000 people were surveyed? |
| workedSolution | sm_nogap Total people surveyed
>>| |
| ---------- |
| \= 49 + 28 + 35 + 59 + 29 |
| \= 200 |
sm_nogap $\therefore$ Predicted number to choose chocolate
>>| |
| ---------- |
| \= $\dfrac{59}{200} \times 3000$ |
| \= {{{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 | 885 | |
U2FsdGVkX19Hm58yV90Itzb0epaMuHYBWLYscuWaQKRImtgUm6ARLZusIBZevP9ySi0Jxy+fd9v+fwUaX6R2D8YhxTNqMKLedBU1uf3GT/4H9mxMiBsOkpsQJZgRx2UpktVkWVszIRZpkq92m5nJA4fkDHofE2wdOUC4zfa9+K/caCvGmMiqcrmB6PvQbXJwUKODzprOL3qSRJkZFmnY+dvTf137dPDbejA0e1bnwNZkwGnw1er7hfJ3ii4X2eYyYjjS42v7X3cL1KWl3izG7yxJOngrMVkILFRh0getcL4Ric9FahB53bE78Eq10/hOmAqdcf+Xx6E7mWeLe5QthS5VDtq6JPP9ejX9chqTpK/fvFWY5IhvDnJ1KnUmWteynUsjdhe5jkwS6civdhk3CI6A48xkOARrBw8E8I5Qow1juIBnJRdbufwpMtlxqGB68YtNT68nvftw9e7WpsdA0phjufj2YNYkfkkWQPwssz6qUXAbDknz1N02HHQGNx9xkAB8c8vWQ1DW/WBvLolHIcbqWlTFfasLfm0FQVKvkHXrBsxv2U1jF5O48Gzm+/AWyEbuUBamuNqIDa7u0YN6YQHBd79neDFfnwCyRHSBzqCLvJQa3VNLt7ystRy7rji0HJOUirFMyV49FFUTPGaKmG4ppr8YvPZO2xMMa9SmGqJdndPR+e7J3O8H/8MYTgsh9HjSjOE1Yt1gag0tS8yvOitEr5mG9YFw62mm5hs1bLiBY5rmlWNHGHfjxgAPstEWu98B4BUmthXCYK9O9YO3abkQRvEJowN+iz2Ybcl5fj3GDJDyVOrzq7uNiiYXaJtaXj/iqGtqqp9VDN7QN19RXdTBu5CYTSsFUS1QRiIgbbHnsq/AIvSwpF211/eHNq2LzETLHKDoJuc044yxhfII0124ri7+LIrRIcPt4Jr3FqBzmrd7ZHf1LVq8dI1+Y29zCpOWAgQ4ObaF74BMHI6m7iJl7g3acI4EBoklfAQTLd34So3jeq7JSwaYjMgEpNiQse0N0Nr142kQVmwLSN1/vn8AFS+a6TDSKpJreWokUse1cUK0xIQOiV/XuEHj3cvVo/0ZX9s3JYaDNphgxHNzEvKHJLcebW4farOeZ+gO1h2LFdqM6zV0blXCm6XjNxDdIKOz+S072e+Xf0Xv1u6SejSdoCZllmZ7U/+2jW4wJvcDVxc6jQh0gRllzxGnEbNEo4eo89VtKD3Yz1Y399c7oXBvcKqr9xV0zTUnj0zWx051/6NR7wfg35K9dtlibGhwSjg9JrJFqczYHW9Ed6sU3zxlSe8VERKybYmm8Vwxc3cdrxeiUSN5BxVqzkjf7APROGacETeShkK+jrHed4fbHWJ/KEPTitECtfFtEiUkukNr55Q1zHcCUN81oJY4t9jioFu6WElFH0X2coE4acUTyIGp/wgCxqc9hv9KcB75hd2HHlmRqBTxCbviHvdHF7BIKkL0Q5I+35cujPkwD1h4nRMykqgkf2WC0x2s3ECwW1OWomrWno3scaIaQZDZbuM3HpXNccrhxAWDPx14xz2Bez4lr1jNo25YxJQexxOTfYOsMjZHAvBTpXR+In3kifTrIA7JfWT3HCvs8TOzjt+OcPJOjYf41W2p6+CDdQZjK5In/MQ/WMZolq8piVXD1gz1N8BM0jGP61PMutBdczyTqAnc+Qk2rYUNU+lV6UoMfW6GgR3pihSIlnGLcsikd7wffZKAsdf4Z8fpGsdcVvRbnMaJCTAm+PufheLhAqvstANwR/Mv5wF0D5iMHcQMWgp+Ewsl/0wodqMAiNT/v1pV747cAXr2rsA9CtCFVC5f7dC30pkckU1z8DRSrQdtON6rtVattgYELbvrQ5DqDrQks6oDMVdVZc2FAyEkd/c94UAct4QsgynNvi0n8FOH6KC/weeI2XXrjvXKt/ZCmc6tG/fTEh4P5cPMgVx6snouHeOyvCv0BMgbdVf2/7WA5OHrp7PKUTjpOmZk67qwOnX8Np/blVxA9ebJFrSkJuHs88nxAkJntTdviazr59nKJY0kB+rKyzYmoSY7eCqPI/forLNZh/tFGu4fUYW2p0nwozqZsvLGXoOb1RHnHlsR6bAuNl30Yfb8uEvt1OzG0UXea8lw9/ENK/oTdZbLQPfXsFe4Rm08zuZ0//YyEfHHGLcUdQSjYX7rQirIClAQCBpYtibhTt6jqc/hgw4HMyjcPuAxxE9HwVBdzoZTsrlOvrrXP9GPbWNO1EXe4jGLTti0QSD+z+9yeXmZLY8+4DrLLvn1p40pXHIT6ftgpaQZoooVgd7D2ytP1a+RzlgCPg+9CsiZwLfvqN3t5+J9gq/fO71TAcMfXZBQRSbXGpnEEM1x5IwZE3NCklfr64ozc2v4seysDnlkKbQ3WjT63Cw0So6rKKWev3c8nnQuwbMOpH5XFTak4E1pSJejWSiht5JdEFXG3YicLdZHTcMMzqhMridGpgZKhB9Jc0WTzziDZCqwfXJXxdSwMWh/CA5kJGtvGtpjnSPVbO4yNYqSAqXooXwDqX2ccAog++k6Bn12myAP7bWujfkhDYF8+5I+kXS9vyyuI2zCgc+S0VlXAJtHlQ+FDGEQq1MGwF4pQqZX7BMt5tSZaq0VxfTGZg8weRjctWWfCxuQtynJ14TyOwmhKTYrE4+SpAiWgofVwEM8dN3EjlN81KVQpBoFE3nCo96N+wrVjcZM6fEkKTEXcD2v6QNTZJojf1dkAeADwvNL3uvZV6PCc8Xv+eAit75mcRqvRn/Gs8oajGjPgifT7fXY4Jklpp3tYzLxn4/Qa5fdD6sKfRZ1kXxQBUjW6jGtSXfcJrzTDDVYhIJNo8h5HElecLIMniGT4LS0jBjfERwymv5l9J9NbtYNMzmYF2NojfZ3m3tylP7a7lhtUvWR5HpYK+qfT8sEm8nJ6r/m7YyU1wljf1zoUJ1/FT9dnAQ1yY7ItOiL0Wa7cjyg74EQscuhR1SyLVbpoF6I/ZO+xm8POf0l4xN78zEHuAoqJgqi00+eIIrq2sSaSczaEb4MryAT1aFACMc7P+f7U+WPg4muqDg88IaQPbAvZoP3HPeYrJKT5qUAZVf+dXMgZ8cds36kwDsTpKeqLgWpzP61WKh/ptaa/wAilbR5P1Dln3H2fVgZ5yjGSmMAKCL7jmG50phMNDRuDtBB11bUoulxMqlxQoi1NNxWbPgQMhMKhTrjkpjNOCOY4879u8d+wLG+bTCneQ9rpuuy80lX5QVz6+/2DyX0TsMDKLysljiz/byP70s2i12tHumdTYbvwPUDubUx49NMKUH/11+Y6SBMV5ov9H/ZW6Ywmc71OawoeH1KFnWNa1Q6lyFdBFaOh5vAGoroztZo88HMPb6JkTXnHk3dwLK3adS0SRg8Qds0LPzr+rVXfvq0h2JO4saIqwnz3s9b6ddZVM0xnGuF9DNaCFbL4aRseyz8s+Yr8srjrPQgd5tQ2wXKcYcP66c3TuC+V5sIdAt8mDzUJizYd5awoQH6fiMfcWBoat6l+1ozH1q1wy8fbA7hzDVLaQv/eHGGNPLAb9jFGw1Zm8zOvz1gzMH7Rpy6A0AmUJdBalYn26lsr2k8TRpeKouoVmWGwN3Mu71Ue05pir3daEwj8oFc4rerd86ibhFPZPYrlTZ6xUjbIX+7wmgN/0f4DEOtQFC7X9cR1YvPfvEdIB3njXJppAEJcJ6noQ1mfKK32CSVENODjTBemDWfmieZ63v2KGNhwkB+cyHT2cadCo30T0Zrjt1K8HL4ASgxf/LQ8ONPCSXnLIzTKR+vsElKaagtvx4wLZGBR95u+Grk26WTWvBoSdErH+vUKVu+etY/tfeZiKtqkfns2BpijQhHCEO9EQvk4b/8NvqJ/ItF+UqpMLGGFm+qXK4sQNeWeKUBDEKt1+vYo1sRMQwRI49UevD+U7rvOxwvYbauNIqTI1ChG3ybX5JR4NjQcUq0Ym/L5VKzkL38cEIRWxk2+sC8lX5Ey0D5BP+IhK3e9vM003U3Dcq/F5I6S143+5qgwkJ6H+iGz9/XzHb6D2VdA2HVS3F1INVNnHYWju89WuX0Mvep4+jxKzDMA5MVgRjUoozDSomITToh7g9E4nD4heCO9toKT9qZxE5VbUlRjktuBe/S582PcSSnOhE9+7KaFdNgFswgLy6le5DPLqgjpPWtoLg1Oag8VA91XQGaEIWfkwW4tfRAWWV0F9waSzewlwZxou2hWphLLAZNiIn+ylnATg55gsyu038TFZMnzXTWJQN1lZthNfqJr7V6qKmJv8LxkQC+CWWoMIf0GHFscxDYNRopahiGK7rz3gWuHHYjVhkmmMxVk3mpn9EyD0pBYFpwnWPUJ0n78B5TYpBYsYjZZhkNmZO2HX3gy6S2WrvZaXBhSQyHEL1gITypW/dw/BOsdR1WhrRVpSam56DpjQxL4nmtODJ0exJ6V6hRIFPGDLPRgewvkjsEvCjiet8T68/w1ieCodwaAB2rr/m4Ba2ok6j0sTWA8WAW8YnkBT2dIQRnX0qdvdPw9/sffFOtXZkQIZoIil4cYZ69wILpO4p6kC/el3/oO6jeIRygItxBYGlgQ715QN7v2OUr67JIS4LJQGZ03fX6tLE2h/6J+Z3TZNZSzOyQGE19Q7LL1rgJQRzxBnymj3XAdjgde+vl4teZ3kuN1+KHuHAovbYLXa0O/fY6+3TYINVbE9KNMHM+F54bGkBcsTgWCv8FeQ0r9dU3726q7wW5LR61tVrgbV6ynvDSzedPpBR7bxXOO0HT8CF5/IOgerD9lLZvkjefAVe8oLzEgiU7tQSYyY1qeiEeC95QDCbFolTg5KAd76IgOvm5/vWnMhuPrwxrtF+F2869HEFrth/jEJdoBsoI5hzaQ9uri+VGV5QzNU2XIOidq76rgg/9PLt8j7qVFK8a7eg1NBrnroOSi2+KPmDcNOhP0dHngR14iF2OabuNWB3W1gN/0CZAT7JuslQHMRKLtEulvTZq3oPeBkVqhJd3o8uBmYI9N5T6lxQS+uAvRio5zqrHbiQQasntS0e3gTXBgO2xDOM+2TgvIsQV85r89Po6xxS3OLjismk+nTD0Hebz6lYvbgiroqpdvotQ2qY+YgcvZjyXc+Vn9h+Bt7V8ULKHa0SgYn5K59l5+cBv1guYfzJL5yfc5M7u+IKZFr2RHSejqbvwhd1YwxpFsfxjQLjM4QOqPTB8heYX5aYrOBdDJNQVS0zTLNUyN881+qW6HTBEau34soyRnxJ6mXoFy9eLxpU6E8egPvxXJPahMK7cZNIf83hoOR0RATCHYYrrEgu46+j1YU+46kUb0vIZ/3Yyuxdzpbbvikq+kvhfRrOY2RX3TKAG2hHO7cqHzE7tCQAf1+gGEq/JUrVE7g/Qm2BIzDZz3lySGmW3IotknBQoIeg3vgIWmpeAxd0v7wwNwWrGhemuT917UDaIkyZEH3RSh4ZwOUOlPLbYAa8kTA3Ez2JLnrY01oiunl247AoP8TSpUD2XWzJAp2GsdJiKmW6mZA+sNYOTLlo7LimpuMnoQ+BZd7Opv6rnN/X6hibGnlDm13s+yzwQi5uslfIwGCdQvj2DrU5XxkYa1qj/T4+WsMOFIIeMpIs7Ku8qejrvoqA26waCxjJ4TvLYZSJVhslDc9WQuy5GzaESwQtHB5ZjaHreGJG+Z/KMruwmndlnpwiSgmEZp5tbtUzcO9uNU0ZRR9/LXTB15v+ZJ0+sSqQCFxqlysbqDeagk7OGEja1p6OCL32ebBZed4NwWhbf8UYSNnjsjrd4FQzwVmSwVVKvS6cpUuA1jugNppCASymL2soxOpQBfSJpurOSzy0v4qtpR0WuhmTvrNjr7NxlmE6HUWeRtl/TTvREkWwc
Variant 3
DifficultyLevel
734
Question
A random sample of people were surveyed on what is their favourite winter snow sport.
The table below recorded the results.
| Snow Sport |
Number of People |
| Skiing |
102 |
| Snow Boarding |
228 |
| Cross Country |
85 |
| Fat Biking |
25 |
Using the data from the survey, predict how many people would choose Skiing if 5500 people were surveyed?
Worked Solution
|
| = 102 + 228 + 85 + 25 |
| = 440 |
∴ Predicted number to choose Snow Skiing
|
| = 440102×5500 |
| = 1275 |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | A random sample of people were surveyed on what is their favourite winter snow sport.
The table below recorded the results.
>>| Snow Sport | Number of People|
|:-:|:-:|
| Skiing | 102|
| Snow Boarding | 228|
| Cross Country | 85|
| Fat Biking | 25|
Using the data from the survey, predict how many people would choose Skiing if 5500 people were surveyed? |
| workedSolution | sm_nogap Total people surveyed
>>| |
| ---------- |
| \= 102 + 228 + 85 + 25 |
| \= 440 |
sm_nogap $\therefore$ Predicted number to choose Snow Skiing
>>| |
| ---------- |
| \= $\dfrac{102}{440} \times 5500$ |
| \= {{{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 | 1275 | |
U2FsdGVkX1+x3hr4dTgYoHxCdLunm2E1D2xfb8c44yEUL0heyIy6WomjBlWQ84p+IPx/7ejrVJnd/bxQU9zXbgiFGUAJ1ubEceU3SDJ9NmqKnwgZmmgXMGowd5vrjSzyrNTFGuv0OmfPj1AxLt9xnNoDULkwZeHCJwyeXkkg9eamh0tmJfXsYS0q6liytX4q2NeO3z9MGSQveuu3Y1UmwH6s1e+9fJZIthV7BTlF5Ei1/kUvRdk9MP8EJUgLtuk71B6nYlO7QQgxH4wVPePglhFB8ZTKsj3iXANXFoYLEJ2tCEtvoAOAEo8els2XjPVyh0eHHoKgS0WYsHFo4d+OHzXPseSswXK/ZqUUQAZOUlKEMh2tUfzehmJF/LvXzN/FDnslVe7BQmO8a48MHhT0uF0kVQ2AAe1gtbJgrCI+SgVjX/yqJolu4aWagPxCJDqx6Ge5fMMGLM22zfxlAJM3/eJ4FYrOQuaMsNH0XzBID5iFkOJwS1o4xTgQvTEhWxRYsY8Uqh1xegq1rHNkqYtYCe+s7JB0hs6JSd8EFaciI9EW8EmggKrDXFWZJbEkqDFQz4953GRSvqvObtER0IxPtPlQq5xHUv0sHCywxX04vgl/2BN3DC9Ej6m8GseqEBVRkFf7nJ3kiv+acupe6yAh1WgnwMKPkashN4as7HTU5yWM13hIF//tgX2dFpQqMxGhucqnOktsCno9P6ghRdwEXyoDjeAyMCyFMYMc8z8N1GLDNOronpLi6MMyGhJ16NcT4COFcCQUY0kCMhAOaEcuXNtwL4VSLsdGa9v8cJGj1GcDMikXDHtlNFsga4l+/GRmIU+if2BVoISpG5CkqLBTOl6WA8lPTM87Wnm66eEH1Yq1gKyO34Nb21A61JdQhuWEAxA6DOKTOTM4k0ETBc9lP6EnyIn3nyHfpspC9lSmUJo2eEALqyoQTqbCBBBYsoLm11Txxag/tuX0x1JQ3rdgJ402NnwZYlyEOASjvkgyy5Be+Xy6TgQbl5F1YTMzCOI2S1cD+00yDWZUTMxKKgbgvKRzkd7oOA+FYsUPTcvZDHR/aV9JwM3ff9xCh9xM56EVQGz0RAn+5a16uxbraZKFwMaVh4n2IfJFILd5T8hbqYdMYjzGOZH60xBmRo5wiOv+ZyqYngQDXExAJpMNSdcEcL/n6tc7TLhu27xzIMqDbUgUwEwFxBZZVN/d/4N1Pz9CxS9b56SzawjinZ5UqfbZXZBQqLo1028BPOuPPM2j0oSvfXf0Wrp8/7oum022W/5I/WI+WQunsRCWcWKPcBeRJcIQDhMAwvZv+ZTZ/28Sv1ePJb/PINgL+ReUC58egBESlSGEBL7hlXjmHRUWQTK5AlBwy89JuuTMGa2nUXItCJNzsEiSNDV61xEVIFZQK2Fjgvtjriuh73bEN5iKC3fE94xveNPcL+hBfdVuslmsujFGBLYxvbyeLD9wGjsFTg/yAw91cXvpoJ8nv/FVLz6/vrS6e5FxNXvtI/7zHlRIsVCsYgT2fubblGN/URq4MrXso/Lc5eJJhjXfY4tfiMnzLTMECuxmDilfNq5tAMBHzE7vEa0z54YheDbgH8NPFTnl7n6K6NCUp9B5CUmt7HDwxR17DBDXRpVt3hFIqrklynuAh/6A89pt3pd7qV6JUNxXA+8AyVQ45suCkO3S21GBK5U0i4UouoiAVJ8RSimBABBRR8uLylttkf3PD6a5xMSIP6r98Qksq6Ue8fJH839ikhqgTJJLMkZhEk5wzKETjgZhbfDnsGrz7NqhpARov/taJAFtGpMFq1kL0IKul575DeZ9uUVkZ6aVXLbAdFRSQnvXzi5+QUxzv9kzopKZvVv9VXa/JiT20k5SRn1aDg2N8BLxjzQRZAwG6DfvwakiWPu9TvHh49p02q+ALjZO7y870s4QVKLWfTYyONaCNTINIQLQuYiJe/EYXjX1A6lN9I5DsvFwTKNCMyGxdM6HD16Bn5yTxUgfC+k8o1PQcE80zJVt0SsK1AUIwJxqxOgZeL03QWkCTX3D5KP5MukH2IMqV1D2zzHeB5ImWZnJR8sNxCsVRGWx3NtKfHTwsKf4blhGCTtvRug4AbwSU1gkcaODMgXWi8zAXJ2UC/kEL6HhnEzGgxcBOn2EvJvpL3KPdJGvg0s4a/5+zVC9sniynwf1AybMH3ZOt2YC8Zau5qbInNW4OLiH3fRbtsIhA8CiP/dyKpJvUJ163vPNzBp0HGP5FHL72ZpJwNHFLX1giqqaP72IPJGrHGzlEmyD2sX5dWeRCQCLqa5r4p9qdexmO4kPVRzvVo7AMZvyPXChr9Pc3Jj6gYKLVvG+ZBOpB23ZMW3TDmnCqSSvdPuhm5QXCESdv3vnUc1YIDk2y6yzf4wdu2H/UsJzvwPoIzvb+hhtqr3H2wJ6KK+tv7VRSwZclJ4j3BtV/ZXXRpIBJZDUVZUVIUH2Yg4/cJwSSnvmanZwz/2MsiXuo+21Jngkpkw9+InYHe+soFVbK6+vtx8CmvWufuHiO//y6TDFghbJK0LFDUhzeHcHqpA+grW0uqXuUmkyYpfgt0uHpYgaLvmBPKjIjQ8Gx4uFTsYliCdbS7tA71yi3S53WdTUPVLvvaN1NAyVSex3xx1fOUk5m87pv5dZ3Z32NKQ+uvMwD3ofTCjB/aB5WnKVmdmgP6s461tGi1F3VDJ9i4tobSPCANHLcmTvxSKcmfhHRTeqfDtfsBAfFrnIpghdP0VVvreZ3ICK6LsedAPDKvfXZheIXEFSCOueRDaZOaz9m4XWl73wIWe6Moj5Ny8hx3UpufWR/TGj1peGTnsBwkTMWeGL/9yLJ4OUwbLjbbVVbCF3KzZcctZsZiMrZ2VYdc5e4QFkVF1E/FiOfyH9lbIlHj2K9325yRTGfVwo0oALPnMyEiDjei6U+08iEKOHM6nvh4/hBAn/XhdHJn3Fdj4fVNeV1uiO9/zhad/cyIRevCmi8cB1XrdMKbJfQS5obwmVNEYpmzKOsUFqzXIUC+voKG/2UwFq503uK2hDT9KJciTwfCmvgRtVZ2DiAsosSI+9au9/HfTFlw0uKvNY98NeA4XI2BXP5w/6i9lXtu/YlqTbCIk3A/Zh+8Awu6DfDRWhHZh0Uc9hAzm4WmsAyNLqv23aZyObjGgy28YUx2HYBvq/9N60+vCnciEzYAJM/4g+aPrbb6d74TOJLnF+CWcLZpgZtgAIUa+cNtKK89Qd3TH/eHKX6RyIm85MZjwmsCpW/w0w6BjNMGkJUN6lB9kSuVsvwpGp7BdSNglUAi3VwISmlJdPaTye0gOoVz4h0VJakk13Wcxt7V3B2W1VUS1KglylwjTF8oRONHmVqTaAdgnl6751l4OO80ymgtyjO9/1OacQ5638QbOtR+rrLHzv5zL42g8TDH5Mdr5MyXWnr5Db2jURbRgLCuXphiGw/UKt/Vvpvrb7i7rMV0jxOZrw44KBCcsguOIzj4hJPYrbGI70MrMlvn67yE0cF+A8Z1gVDxZ+V9kLzqRbRzDli+qW3CGIT9S81vkyGdNJDvNls+oOtL/Jib5qMzQasXbYA778S1wQ89zmXq8LJFSwY0AfmBm+nEL8Z3nVJk4ZfPuvQO8fc8RmT8gmvHBNrgwMtLAV5VMrLZhmh62o+M+15wynt1iCEF0agwR4pJ6DDX5IVr5Q0qS57Kauo7184yx35PFxRVMMfzXuXbLxEgz24bRWvRv9CGJOyUdep5D2ksJlZTqslxhsLtzxCr0dGug8kgGrOWg11AQIdv30JDf13VEimfciYUacPRiNRWZi3F7FX2YMXDLlUpAUaE5jKqE48PfrucVMoB/n9kcE1oybPr/rkYlZFpmOAaNwHRovVyA5xnleyypJT3Tcs2JgbXhKWurK+MVfUeVSnUzw134CL1PObNL8N2eRC0gYX4al0nnqEXqjpQYdn6aSv+VhXjzDfFvLOXsVlUWQnLLS/i6auXhqLPW/mIHKJcblkXP37iorj9U6KjreLE+sgpPvx0Om9rEqFByy0+0ZShc2kh2zJbtso7xmT6CLFm4PB6dR90/cm4qXUQF1YQnUw6eiGnKnsn8xovPSVs0EsFhPlTiaHlnMV1nTAr/c9R8e27nre48naGB+6ZxN1FBILO7fPRD9p/sKX8L1Q1o9hCb6XjQymbbiGNg85LsgG0H/rZhkHqDpNNHZRh7C73GxX+0/xlnLQpOXJvL/RKeu8ISAsaxmyLfOjFUKxrsm/U7F3EleTnCs2bFBYysh+1xFFRuf9dMxEj7glgBDmuW1KkczUT9PXHnEhkgeTXobSO+AmqOk4gcMO1t+VLWsD+8bmaxQrGrUb03EKNDGlx2OIG8PtYESmf08yk9oeWcKpsm05dcE4buhvsIxs9zkCrapZRnQowzN4LhumQzog3P/psa6XeQPsnrefrnaOGAECu6aeZgSr+BtlPxJI053ApxMDpPg8HKmEk21Beb/OoC9Y7E8C5UluxO6anUspCufMwqpMkB+wwhIzbWQeHlx1v10Ejw+MbQvDYCwVGlwzGrlUdG6Z6cnbDMqkSfBzEp6x+xbSbVJZEV/+5sWe8seeusKU7AT9m7x93PnBnDJs+ByvdXLl4Umaltjxvp0CnNhKwS1GtrLOSWesH4AQfDg9TRUIvxfK9blcNQ2PxM9V2vNaU4x+SXBuicsFLj0NbQoIUHHOzAywDzZQayoPcv/ohC2D+KHeCf0UoLmqgGN2xQyJY8hkM6vziKLJAQ8UENrFp7PSHlwaKzeIZndy0t1z57ejltouTTIzcUcQGYNveAp/3B6FfIXzr9/L7xN1hlxJ/xZGxxAkKztPs5OJA7tTNEB+F1qMEPQMwyUJ04V18hGpAkZbjNMGJvfz22RPCvTRV0uFmnklbOhwFgNr5JRSlf+6tCcOZ91arlF83IUa5tImRDSNaPxaEPFvDvsBM7WruttfJAg+cLNTbFJOmAbdLJ5LGZ5M225jZEX3S1s4ODVaCCYQEwrPRJedNn5PITh8m++Z6T2hklHTmHNlpek3kdwebtaS7nIfresJvWLYgH8SkNxRrrf9vEtk+E8JVPgO5WTW6g8dNVeeM8HU/8zQfRFnaSg2z9qXUqYJUFKUgKe7F+z9VF38NPLez2q7xtIppRn1l98octHTakl0HMqlP023Mek1b2rOA01A73ZM3jIyxwUR/c8CCjLTNUzH7E0Dlz4MDaiUDF8p/4kIHZviGEXHPwcEgT04QP5L6fWcJKq/WVZm3w6ETaylpjlPx3oSlCERujgnuKgUrz/eDZ8YHITYVEriiMGbr9dcMXx/Y0AgNZL4tP8KNgmrk4naJjZOdubZtkZ9jw5xILAzopKRsjsQq7oXNLoqUOPkWcjOO60LYbvX03dCblbkMRkeKT5ymqNEI7Cfxr8g4jel5vx2s3Za0iiUa9LvSeDlYmGZyvkT26b0H1I02hroLVuZUBKnjFMUbAqMc5I40Adt9EuXT7iHn39c35nb8A+g+5/gtqjVS81bpSaMwcXF8plBDgy1ocPb+C/TzInJbgvTvHeDzCpS30ImCYV0S4cuyH+qpa84eG0khEc50dhn3Sy0XvVDNCQxm0+fFYr672vdK09poaCU2yfrQqIVUIYLjkc/XuBmHCvJFOSTcIZtMgjAjdap5XEqPC/+fGjuNNhARl39P7WPbMR3I9gEJIHezth2BeUIZkC7AgesCg/jyoHO/28DjgvvKelWrHk+RQ9CBg1sfea0m9FHNPW9aVkKHqJuJZzKQyLSxIy60XlHhEIGhb4djKf68tbxv99Jb811D7UQ6M5ui88Y6DvI5pU2uv3TNsRJ14yyeOyXEMlojUPh4D5kEJEbTAkWZuvxnydreU16OU7Hy1X6PlWuRIe9KKLiQnMlwkPk925KxUAcKmuo6OGZhF9+sU3MSwnczHIrcsZ0qrAmdt/Y4Tlxw6BDLTnOEy+G+v2xqqu3odBomF+PXNr/7f1Cy2PAsNRGrovefjn+WVSHS+pR+Rhd72Ay1E5xg3SXDc3tPNDisiPqDzkli631tTSBevDsAmTkyVvszq+kYoXvrk=
Variant 4
DifficultyLevel
732
Question
A random sample of people were surveyed on their favourite streaming channel.
The table below recorded the results.
| Streaming Channel |
Number of People |
| Amazon Prime |
37 |
| Disney+ |
64 |
| Google TV |
29 |
| Netflix |
85 |
| Paramount |
24 |
| Stan |
81 |
Using the data from the survey, predict how many people would choose Amazon Prime if 2560 people were surveyed?
Worked Solution
|
| = 37 + 64 + 29 + 85 + 24 + 81 |
| = 320 |
∴ Predicted number to choose Amazon Prime
|
| = 32037×2560 |
| = 296 |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | A random sample of people were surveyed on their favourite streaming channel.
The table below recorded the results.
>>| Streaming Channel| Number of People|
|:-:|:-:|
| Amazon Prime| 37|
|Disney+| 64|
| Google TV| 29|
| Netflix| 85 |
|Paramount | 24 |
|Stan| 81 |
Using the data from the survey, predict how many people would choose Amazon Prime if 2560 people were surveyed? |
| workedSolution | sm_nogap Total people surveyed
>>| |
| ---------- |
| \= 37 + 64 + 29 + 85 + 24 + 81|
| \= 320 |
sm_nogap $\therefore$ Predicted number to choose Amazon Prime
>>| |
| ---------- |
| \= $\dfrac{37}{320} \times 2560$ |
| \= {{{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 | 296 | |
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
Variant 5
DifficultyLevel
736
Question
A random sample of people were surveyed on their favourite breed of dog.
The table below recorded the results.
| Breed of Dog |
Number of People |
| Border Collie |
65 |
| Cavoodle |
22 |
| Golden Retriever |
125 |
| Labrador |
75 |
| Maltese Cross |
36 |
| Staffordshire Bull Terrier |
52 |
Using the data from the survey, predict how many people would choose a Cavoodle if 3000 people were surveyed?
Worked Solution
|
| = 65 + 22 + 125 +75 + 36 + 52 |
| = 375 |
∴ Predicted number to choose a Cavoodle
|
| = 37522×3000 |
| = 176 |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | A random sample of people were surveyed on their favourite breed of dog.
The table below recorded the results.
>>| Breed of Dog| Number of People|
|:-:|:-:|
| Border Collie| 65|
| Cavoodle| 22 |
| Golden Retriever| 125|
| Labrador| 75 |
| Maltese Cross| 36 |
| Staffordshire Bull Terrier| 52|
Using the data from the survey, predict how many people would choose a Cavoodle if 3000 people were surveyed? |
| workedSolution | sm_nogap Total people surveyed
>>| |
| ---------- |
| \= 65 + 22 + 125 +75 + 36 + 52 |
| \= 375 |
sm_nogap $\therefore$ Predicted number to choose a Cavoodle
>>| |
| ---------- |
| \= $\dfrac{22}{375} \times 3000$ |
| \= {{{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 | 176 | |