50115
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
Variant 0
DifficultyLevel
579
Question
Type II Diabetes in USA
Year |
2007 |
2008 |
2009 |
2010 |
Number of people (millions) |
31.16 |
32.42 |
32.93 |
33.21 |
Between 2007 and 2010, the number of people with type II diabetes in the USA increased by about
Worked Solution
33.21 − 31.16 = 2.05
∴ The number increased by about 2 million people.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question |
>>Type II Diabetes in USA
>>| Year | 2007 | 2008 | 2009 | 2010 |
|:-:|:-:|:-:|:-:|:-:|
| Number of people (millions) | 31.16| 32.42 |32.93|33.21|
Between 2007 and 2010, the number of people with type II diabetes in the USA increased by about |
workedSolution | 33.21 − 31.16 = 2.05
$\therefore$ The number increased by about {{{correctAnswer}}} |
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
580
Question
Population of Texas
Year |
2012 |
2014 |
2016 |
2018 |
Number of people (millions) |
25.71 |
26.46 |
27.19 |
28.63 |
Between 2012 and 2018, the population of Texas increased by about
Worked Solution
28.63 − 25.71 = 2.92
∴ The population increased by about 3.0 million
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question |
>>Population of Texas
>>| Year | 2012 | 2014 | 2016 | 2018 |
|:-:|:-:|:-:|:-:|:-:|
| Number of people (millions) | 25.71| 26.46|27.19|28.63|
Between 2012 and 2018, the population of Texas increased by about |
workedSolution | 28.63 − 25.71 = 2.92
$\therefore$ The population increased by about {{{correctAnswer}}} |
correctAnswer | |
Answers