1.To find this, first, we need to identify the number of cities that have at least 20 auto thefts per 1000. If we look at the X-Axis, we can find the auto thefts per 1000.
Navigate to 20(20,0) on X-axis and see how many dots are there beyond 20. If we look closely, we can see that there are 12 points beyond 20.
Now we need to identify what's the percentage.
We know that it is 12. So, 12 = \(\frac{X}{100} \)* 35 = 34.28 , close to 33.
Answer B2.For this, we have to use the Y-Axis. Take the horizontal line of 600 (0,600). We have to take the points below this line, and there are 13 points below this line.
Now, if we see the X-Axis, there are no dots that are less than 600 beyond 30, but we have values beyond 20. So, it is safe to say that
"Every city with a population of no more than 600,000 had no more than 30 auto thefts per 1,000 people."Answer C3. Here, I made use of the thick non-dotted line as a divider. If we look at above and below this line, the numbers are close. (below = 16 & above = 19)
The overall trend of the population is positive, and the overall trend of auto thefts in cities is also positive. Hence it is safe to say that
"There is a positive relationship between a city’s population and its number of auto thefts per 1,000 people."Answer A