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Bunuel
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Official Explanation

The graph indicates that there were approximately 700 million Internet users in 2002 and approximately 1,400 million in 2007. Thus, between 2002 and 2007, the percent increase in the number of Internet users was approximately (1,400−700)/(700) (100)% = 100%.

The correct answer is 100.

The graph indicates that in 2000 the population was approximately 6,100 million, of whom approximately 400 million were Internet users, and in 2010 the population was approximately 6,875 million, of whom approximately 2,100 million were Internet users. Thus, in 2000 there were 100(400/6,100) ≈ 6.6 Internet users per 100 people, and in 2010 there were 100(2,100/6,875) ≈ 30.5 Internet users per 100 people. Therefore, from 2000 to 2010, the number of Internet users per 100 people increased by approximately 30.5 − 6.6 = 23.9 ≈ 24.

The correct answer is 24.
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hi. my question is that in part 2 why is it [[2850÷6850]- [400÷6100] ]X 100 AND NOT
[[[2850÷6850]- [400÷6100] ]÷[400÷6100]]X 100. .......... @sajjad1999 & Bunuel. kindly please Explain
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hi. my question is that in part 2 why is it [[2850÷6850]- [400÷6100] ]X 100 AND NOT
[[[2850÷6850]- [400÷6100] ]÷[400÷6100]]X 100. .......... kindly please Explain
Question is not about percentage increase. Just the increase. The 100 multiplication is for finding value per 100 people. NOT for finding %.

For example
In 2010,

Users = 2100M
Total population =6850M
Total users/population = 2100M/6850M
But we need per 100 people = population/100

So we are finding
users / (population/100) = users*100 / population
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1) ~700 to ~1400 is 100% increase
2) (400/6100)*100 to (2100/6900)*100 is ~23.8
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isn't this increase by percentage points ?? Bunuel
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needforspeed112
isn't this increase by percentage points ?? Bunuel

Here is the question:

Quote:
The number of Smartphone users per 100 people increased by approximately 24 from 2000 to 2010.

The increase of 24 is measured in users per 100 people, not percent. It’s a head-count style measure: from about 6.6 per 100 to about 30.5 per 100, the difference is roughly 24 users per 100 people. Not a “percent increase,” but an increase in this per-100 metric.
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