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