The number of text messages that Reza sent each day so far in this billing cycle is shown on the dot plot. A number line going f
rom 1 to 13. 2 dots are above 2. 1 dot is above 3. 3 dots are above 6. 2 dots are above 7. 3 dots are above 8. 1 dot is above 11. 2 dots are above 12. Which statement must be true according to the dot plot? The data is symmetric and shows that he typically sent about 6 to 8 text messages per day. The data is symmetric and shows that he sent 11 or 12 texts with the same frequency that he sent 1 or 2 texts. The data is skewed and shows that he typically sent about 6 to 8 text messages per day. The data is skewed and shows that he sent 11 or 12 texts with the same frequency that he sent 1 or 2 texts.
1 answer:
Complete Question:
The number of text messages that Reza sent each day so far in this billing cycle is shown on the dot plot.
Which statement must be true according to the dot plot?
A) The data is symmetric and shows that he typically sent about 6 to 8 text messages per day.
B) The data is symmetric and shows that he sent 11 or 12 texts with the same frequency that he sent 1 or 2 texts.
C) The data is skewed and shows that he typically sent about 6 to 8 text messages per day.
D) The data is skewed and shows that he sent 11 or 12 texts with the same frequency that he sent 1 or 2 texts
*Check attachment for the dot plot referred to
Answer:
A. The data is symmetric and shows that he typically sent about 6 to 8 text messages per day
Step-by-step explanation:
Taking a look at the dot plot given in the attachment below, we can observe that most of the data set are concentrated in the middle of the dot plot than both ends of the dot plot. With this, we can infer that the distribution of the data is symmetric.
The dot plot also tells us that, 6 and 8 text messages have more frequency than any other data set on the dot plot. This also suggests that Reza usually sends 6 to 8 messages in a day.
Therefore, the statement that is true about the dot plot is:
"A. The data is symmetric and shows that he typically sent about 6 to 8 text messages per day"
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Answer:
d.There is insufficient evidence to conclude that the quality and price of a car are associated. There were ten cars used in the sample.
Step-by-step explanation:
Hello!
You have two variables X₁: quality score of a car and X₂: the price of a car.
It was analyzed id there is an association between the quality and the price.
The null hypothesis of a Spearman's rank correlation test is:
H₀: There is no association between the quality and the price of cars.
The researcher failed to reject the null hypothesis which means that there is no association between the variables of interest.
The sample size is listed in the output n= 10 consumer reports.
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