Question

according to the graph, which combination of minutes played and levels passed seem most likely to be possible?
2 minutes played and 3 levels passed
17 minutes played and 35 levels passed
20 minutes played and 9 levels passed
50 minutes played and 19 levels passed

Explanation:

Step1: Analyze the first option

For the combination "2 minutes played and 3 levels passed", looking at the x - axis (minutes played), 2 minutes is very low. The trend of the graph shows that as minutes played increase, levels passed increase. At 2 minutes, the number of levels passed should be much lower than 3.

Step2: Analyze the second option

For "17 minutes played and 35 levels passed", when we check the x - value of 17 on the graph, the corresponding y - value (levels passed) is much less than 35.

Step3: Analyze the third option

For "20 minutes played and 9 levels passed", when we look at the x - value of 20 on the graph, there are data points around this x - value. The y - value of 9 is in line with the general trend of the data points in the vicinity of x = 20.

Step4: Analyze the fourth option

For "50 minutes played and 19 levels passed", looking at the x - axis (minutes played = 50), the trend of the graph (where as x increases, y increases) suggests that the number of levels passed should be much higher than 19.

Answer:

20 minutes played and 9 levels passed