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first box : attention to "growth for cumulative in percentage", it means line black dot with the number of right side, which decreased

second box : atention to "expected cumulative", it means blue graph with the number of left side, which the middle of it is approximately reach number 520 and 480, and avarage of them (since there is not only one number as median) is 500.
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Hey Bunuel MartyMurray chetan2u KarishmaB!

Can you help with the 2nd drop-down cause I believe the answer should be 550.

Y1 - 380
Y2 - 410
Y3 - 480
Y4 - 530
Y5 - 600
Y6 - 670

With calculation we can see that Y4 will be the median and it seems closer to 550 than 500 to me.
Please lmk where I'm wrong.

Thanks in advance!
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Theres an even number of years. So you must split the middle 2 years - (530+480)/2 is closer to 500
SrishtiShah
Hey Bunuel MartyMurray chetan2u KarishmaB!

Can you help with the 2nd drop-down cause I believe the answer should be 550.

Y1 - 380
Y2 - 410
Y3 - 480
Y4 - 530
Y5 - 600
Y6 - 670

With calculation we can see that Y4 will be the median and it seems closer to 550 than 500 to me.
Please lmk where I'm wrong.

Thanks in advance!
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A global energy council forecasted the expected worldwide wind-turbine electricity generation capacity, in gigawatts (GW), for each of six consecutive upcoming years (Y1 – Y6). For each year, the graph shows the expected installed wind capacity (i.e., capacity that will be newly installed during that year) and expected cumulative wind capacity (i.e., total existing capacity at the end of that year). The graph also shows, for each of installed and cumulative capacity, the percent rate of growth for each year over the previous year.

From each drop-down menu, select the option that creates the most accurate statement according to the information provided.

From Y1 to Y6 the graph indicates that the expected annual percent rate of growth for cumulative wind capacity will
decrease
[Answer: The Cumulative Growth Rate denoted by dark black line has a sustained negative slope hence can infer from that over the year it will decline]

To the nearest 50 GW, the median of the expected cumulative wind capacities from Y1 to Y6 is
500 GW [Explanation: The median is the middle value of the data when arranged in ascending order. As the bar plot shows that the cumulative wind capacities are increasing in order, the median value lies inbetween 3rd and 4th year, which approximates 480 and 520 respectively, the average of which can be calculated as (480+520)/2= Approx 500]
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