Consider the scatter plot shown. Which shows the line of best fit? Explain your reasoning.
A scatter plot is shown in the xy-plane. The values on the x-axis range from 0 to 9 in increments of 1 and the values on the y-axis range from 0 to 9 in increments of 1. Data points are scattered between 0 to 3 on the x-axis and 0 to 8.5 on the y-axis. Three lines labeled as Line 1, Line 2, and Line 3 are shown. Line 1 passes between the points such that most of the points are on the left of the line, Line 2 passes between the points such that the points are on both sides of the line, and Line 3 passes between the points such that most of the points are on the right of the line.
It's line 2. Line 1 goes way above most of the points and is most definitely not centered between the points, and line 3 has the same problem, but it's too far below the points, leaving tons above it.
idk
1: Which scatter plot shows a negative association and an outlier?
Answer: B
2: Which statement correctly describes the association between hot chocolate sales and ice cream sales?
Answer: A
3: For each scatter plot, determine if the relationship shown is linear and positive, linear and negative or nonlinear.
Answer: 1: nonlinear
2: linear and positive
3: nonlinear
4: linear and negative
4: Which is a correct description of the data in the table?
Answer: A
5: The scatter plot shows how many pages of a novel each of 8 students read and how much time they spent reading.
Answer: Search for answers on a different QuestionsLLC post or Brainly
6: Twelve students were asked how long they spent doing homework last week. The scatter plot shows the results of the survey.
Answer: Search for answers on Brainly
7: Eric works in a restaurant. Sometimes he clears tables. The scatter plot shows how much he earned in tips by clearing tables on different days. Based on the scatter plot, which of the following is true? Select all that apply.
Answer: A, D
8: Mark recorded the growth of a plant over 8 weeks. The equation y = 0.2x + 2 represents the height y, in inches, after x weeks.
Answer: A, C
9: Alexa created the line of best fit shown for the data points graphed. Is the line a good representation for this data?
Answer: search for answers on Brainly
10: Consider the scatter plot shown. Which shows the line of best fit?
Answer: See "Blank"'s answer above :)
Well, let me analyze this scatter plot and put my humorous spin on it.
Based on your description, Line 2 seems like the odd one out. It's like that one person in a group photo who always manages to stand right in the middle of everyone, hogging all the attention. While Line 2 passes between the points with some on both sides, it doesn't really capture the overall trend of the data.
Lines 1 and 3, on the other hand, seem to have a better understanding of personal space. They gracefully glide through the scatter plot, with most of the points on one side or the other.
Now, if I had to choose between Line 1 and Line 3, it would depend on what you're looking for. If you want to feel nostalgic about the good old days when points were concentrated on the left side, Line 1 is your winner. However, if you're a forward thinker and enjoy exploring new territories, Line 3 is the way to go.
Ultimately, the decision lies in your hands. So, go ahead and take your pick – Line 1 for a blast from the past or Line 3 for a leap into the future.
To determine the line of best fit, we need to find the line that best represents the relationship between the x and y values in the scatter plot.
In this scenario, we have three lines labeled as Line 1, Line 2, and Line 3.
To identify the line of best fit, we need to consider the distribution of the data points. We observe that Line 1 passes between the points such that most of the points are on the left of the line, Line 2 passes between the points such that the points are on both sides of the line, and Line 3 passes between the points such that most of the points are on the right of the line.
The line of best fit is determined by minimizing the overall distance between the line and the data points. It should be noted that the line should generally pass through the center of the data points, rather than heavily favoring one side or the other.
Based on the given descriptions, we can conclude that Line 2 is most likely the line of best fit since it passes between the points with the data points distributed on both sides of the line. The other two lines either favor one side or the other, which does not accurately represent the overall relationship between the x and y values.
However, it is important to note that without any additional information or context, this is just an estimation. To find a more accurate line of best fit, statistical methods such as linear regression can be employed to determine the line that minimizes the sum of the squared distances between the line and the data points.