Statistics, NAP_50015
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Variant 0
DifficultyLevel
350
Question
The table below shows the distances thrown by javelin competitors at the athletics carnival.
Javelin Competition
Name |
Distance in Metres |
James |
15 |
Allen |
12 |
Will |
8 |
Kenji |
13 |
Owen |
9 |
What is the difference between the longest throw and the shortest throw?
Worked Solution
Difference between longest and shortest throw
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The table below shows the distances thrown by javelin competitors at the athletics carnival.
>>**Javelin Competition**
>>| **Name** | **Distance in Metres** |
|:-:|:-:|
| James | 15 |
| Allen | 12 |
| Will | 8 |
| Kenji | 13 |
| Owen | 9 |
What is the difference between the longest throw and the shortest throw? |
workedSolution | sm_nogap Difference between longest and shortest throw
>> | |
| ---------- |
| \= 15 $-$ 8|
| \= {{{correctAnswer}}} metres |
|
correctAnswer | |
Answers
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Variant 1
DifficultyLevel
352
Question
The table below shows the masses of dogs who weighed in at the vet's on Saturday.
Dog Weigh In
Dog |
Mass in Kilograms |
Spot |
24 |
Brutus |
59 |
Jack |
16 |
Bella |
48 |
Callie |
37 |
What is the difference, in kilograms, between the heaviest dog and the lightest dog?
Worked Solution
Difference between heaviest and lightest dog
|
= 59 − 16 |
= 43 kilograms |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The table below shows the masses of dogs who weighed in at the vet's on Saturday.
>>**Dog Weigh In**
>>| **Dog** | **Mass in Kilograms** |
|:-:|:-:|
| Spot | 24 |
| Brutus | 59 |
| Jack | 16 |
| Bella | 48 |
| Callie | 37 |
What is the difference, in kilograms, between the heaviest dog and the lightest dog? |
workedSolution | sm_nogap Difference between heaviest and lightest dog
>> | |
| ---------- |
| \= 59 $-$ 16|
| \= {{{correctAnswer}}} kilograms |
|
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
354
Question
The table below shows the number of donuts sold at a cafe on different days.
Donut Sales
Day |
Number of Donuts |
Monday |
56 |
Tuesday |
47 |
Wednesday |
29 |
Thursday |
74 |
Friday |
61 |
What is the difference in the number of donuts sold on Wednesday compared to Thursday?
Worked Solution
Difference in number of donuts sold
|
= 74 − 29 |
= 74 − 20 − 9 |
= 54 − 9 |
= 45 donuts |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The table below shows the number of donuts sold at a cafe on different days.
>>**Donut Sales**
>>| **Day** | **Number of Donuts** |
|:-:|:-:|
| Monday | 56 |
| Tuesday | 47 |
| Wednesday| 29 |
| Thursday | 74 |
| Friday | 61 |
What is the difference in the number of donuts sold on Wednesday compared to Thursday? |
workedSolution | sm_nogap Difference in number of donuts sold
>> | |
| ---------- |
| \= 74 $-$ 29|
| \= 74 $-$ 20 $-$ 9 |
| \= 54 $-$ 9 |
| \= {{{correctAnswer}}} donuts |
|
correctAnswer | |
Answers
U2FsdGVkX1+TXGGtgfpfG91lG6vOvxaTzwgFOZQoQlMLnMQbv1jhhemlXa2PXuWjV3HZy8I6fjk02flk7LSeX4jzOKN2XeLi+jMIaM44QMVvCwzW2XDS7vG4pu1I6OB4Z9iwRVJsK6v/Ed5jwoCgJZ5tElyItqIxcS65HiPo11Nd1HTGXVELLcLruph3+oY4fPDvb034llcL2FlswRoqNSPvzCVTXExtT1CaTdhsB7O3I2hCqup5FlO8ERaoAUtdaIw6ej1RtDHRhm9sd6041SJQDQb4VaggvwVEPdgwIt92rlztnRjXtZIa2NNgb2H5sbR26lgMq6ajNMlpHcgly3b2AfqpWugprGemMnCje24YE7xdMAPLVw7h5XDII5xUNWXn8JuaMv+gBi9jFe4X5fREG3fIbO1+bPwDpwqyIKEDGc0owIn1GGLv5O3dVzQIGjxTtRxh+pC9w9IuLDLCZBst74w/hGVNRYYbhRfWRU6btwgbJBcnCIUReu2+rTbczg0Eqj4S8lzTIa9fswlAYz2Iaw3E6qv+/JRrjAt/z19s+XbVJ+XcwOIlKjNH1iBvqYUnoKhh42OIW+RYcZc4T7x+iVFwxjUFuWKK3S+rXXS5f/I6MFttuGXoOo5P25LbvcoBVaxDL7cNHJ0u0Ct6vgjiRponoOYxzE6CnvsR8N+4kbY23V5sxg6zvFzZTvKDVX6GzWff21//eUg23g8CeukDBXpP/I5ekXU8nENJzM05AOdEP9G5hk4Nw7mEeH24GL0zKFs9rykPuQL9LoZlvARf4AvAnhPftQsSGFGxWlpG3I21eZLUV56mvVFbFlzNCNsVhY3Hgd8axMYKSZzbElj9pR/ZRd24F+XM+qGzWQH9/44dEP4YpmhVDN6Rq/K/1FNT/ErUGND8P7l4WErdLoPOPfC16C0TBRRO/6Vln4c22ZRQ333nB0Br27lnRQOuEMmgMgtJqP3qf12CV2O+5Pz1zxON0LIjvQq3E/WK+oqTsrt1P2PNoeq4dPCr3uQkX0pRFCChad4Q/LNm3GjZuld+ZUGFrEmb/O91rWraFHefJqoTZ+Q/AInMhJvPeaO00F0KFQMvEmkk+H80XFSDARzEimZCRLgwEKxyBQ5snUTwyJtj8mWD4RE0uPH8m7fj6eTweYKw/1AwW3cqsi9ISx6eOY6EUc7IEScfvfdYtPR/d1wclrJttAtDzjaI78TW1CUcQXvfbycxK5qHnBxfBA1G0FMdvMpYg3YPpG+3Ntz6vnmXofH5Lfgj9Kqdxmgt2D1v0U9kaT0qQQhP/SYJlDCfeWcckUTI7LYm8A1EMH6GH0Dh4kNqJROAh62a2YI9V+BiKAjimwuGjbKLFKXzSPnXxhh2JrN74oEM2XCqjEUxgqoHkku8EVCqYVD/Fgdk8U/1s8DeMaeWswKYTA88o5egrNbyj5hGj7nW6zyYzUZjgUaQt+5msID2O4VUEMAUmpc0d/VZ3jfGyLuGBm/eHAkoRSsRgsrq2/L95KeQCz9QHCp4R1FfoE+Z7wURQ1AFZVBZd6h+jFL8KgEVlyfOdOhSVHs77vkT3QY03Cpx0QvQlGZj+6yM6v3V1pUsUz6xVU/dHpyZ0DSbdheJ8FJpy98bJFVn2opYwW0SFzyiCPbfAsJ9XMqjqUUnYkOzoIZBC5jwjgr8KMw3GwcKpva1oE92K24fgs4FRPREAW2Bsm/NKYgcnKn2mqesipH/UuSQ/lswMd6vQV7poUQsZQhbdFfVGu8QRPRpa+HDVoXbdQV30CQeQs71LD5WAnQSgxTQT8L/YGtWPpHJASoILUYMmqzhHPoMs8/qfC5dh/Crhhd7aBniy/5l1oEdabbxk0K9Eje2n8490ZvPu5LePIn8j8qyT/g0AUA9NLGiPtqmHrDD7CcEGhBQHVThOWdFtbvGt21b4IpVi5I4yCo5do8CTIE6IE35qB9ALC22UpXpb3a/H/lIJVYqtnHYPgJUvk9OSbtnF7M4gORSSw6UfmzxpMgbc+nryUWaMgjI+oEOgbMclDk7OtQfXhZJkW7V9kgPYlNcV+psW9St/a8OJ6tVDtbF6xZX4nWQJ0VM2teK+6X8uvx2JUssgsc6jWsyd2K9tr9Uzq8NiUWCz2hHODQOYi6HeUAxmQK0ssa8DLE5lVxD+DmLdM2+BvqBfXVZTZrmbIdwf7ksoOiMSEs90gpAksEKdyHLcbBu0WT8VYVnIHUv4/8TKyrBsHwtIZfL/VILNJ8f8p0qz2gk4oosluNsLpvs0cBIKloMlzcM934deD5MswUl5kpTTlazeeVRyNJGc9NWQVHPqPUbZeV/cubRwxutrFii5a8ehIaL+DFuSiPmgzM1/5Gu9u/ec5hNO5S4Fn7+r4FasIxOmhXkX3mgqV2hrT5LaE4ayJniA5RTgu3/O08mWCOCYzX+bImrphpLwJZ2Dk9CNvnmS2c439IQ8KYjgOejJtKMHmvHrc63Hwgk312dUokomKnattyrNy70UPtSpKGEd1rTLevFKQruKrEkMTgGvS/kKrtsrkMjSkLDA2/mq1f7gkQ6P4qmEk2hRohzL2Oxb0BpLkj+RjQ+kw==
Variant 3
DifficultyLevel
356
Question
The table below shows the number of cupcakes sold at a cafe on different days.
Cupcake Sales
Day |
Number of Cupcakes |
Wednesday |
34 |
Thursday |
27 |
Friday |
42 |
Saturday |
51 |
Sunday |
35 |
How many cupcakes were sold in total on Friday and Saturday?
Worked Solution
Total sold on Friday and Saturday
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The table below shows the number of cupcakes sold at a cafe on different days.
>>**Cupcake Sales**
>>| **Day** | **Number of Cupcakes** |
|:-:|:-:|
| Wednesday| 34 |
| Thursday | 27 |
| Friday | 42 |
| Saturday | 51 |
| Sunday | 35 |
How many cupcakes were sold in total on Friday and Saturday? |
workedSolution | sm_nogap Total sold on Friday and Saturday
>> | |
| ---------- |
| \= 42 + 51|
| \= {{{correctAnswer}}} cupcakes |
|
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
358
Question
The table below shows the number of pies sold at a bakery last week.
Pie Sales
Day |
Number of Pies |
Monday |
71 |
Tuesday |
83 |
Wednesday |
67 |
Thursday |
59 |
Friday |
89 |
Saturday |
54 |
Sunday |
36 |
How many pies were sold in total on Wednesday and Saturday?
Worked Solution
Total sold on Wednesday and Saturday
|
= 67 + 54 |
= 60 + 7 + 50 + 4 |
= 110 + 11 |
= 121 pies |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The table below shows the number of pies sold at a bakery last week.
>>**Pie Sales**
>>| **Day** | **Number of Pies** |
|:-:|:-:|
| Monday| 71 |
| Tuesday| 83 |
| Wednesday| 67 |
| Thursday | 59 |
| Friday | 89 |
| Saturday | 54 |
| Sunday | 36 |
How many pies were sold in total on Wednesday and Saturday? |
workedSolution | sm_nogap Total sold on Wednesday and Saturday
>> | |
| ---------- |
| \= 67 + 54|
| \= 60 + 7 + 50 + 4|
| \= 110 + 11|
| \= {{{correctAnswer}}} pies|
|
correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
360
Question
The table below shows the number of soccer boots sold at an online sports store last week.
Soccer Boot Sales
Day |
Number of Pairs |
Monday |
15 |
Tuesday |
22 |
Wednesday |
17 |
Thursday |
30 |
Friday |
28 |
Saturday |
42 |
Sunday |
18 |
How many pairs of soccer boots were sold in total on Monday, Tuesday and Wednesday?
Worked Solution
Total sold on Monday, Tuesday and Wednesday
|
= 15 + 22 + 17 |
= 10 + 5 + 20 + 2 + 10 + 7 |
= 40 + 14 |
= 54 soccer boots |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The table below shows the number of soccer boots sold at an online sports store last week.
>>**Soccer Boot Sales**
>>| **Day** | **Number of Pairs** |
|:-:|:-:|
| Monday| 15 |
| Tuesday| 22 |
| Wednesday| 17 |
| Thursday | 30 |
| Friday | 28 |
| Saturday | 42 |
| Sunday | 18 |
How many pairs of soccer boots were sold in total on Monday, Tuesday and Wednesday? |
workedSolution | sm_nogap Total sold on Monday, Tuesday and Wednesday
>> | |
| ---------- |
| \= 15 + 22 + 17|
| \= 10 + 5 + 20 + 2 + 10 + 7|
| \= 40 + 14|
| \= {{{correctAnswer}}} soccer boots |
|
correctAnswer | |
Answers