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Based on the scatterplot, which statements are true? Select TWO correct answers. The kitten should weigh between 22 oz and 24 oz on Day 24. The kitten should have weighed between 5 oz and 7 oz on Day 4. The kitten should have weighed between 7 oz and 9 oz on Day 8. The kitten should have weighed between 13 oz and 15 oz on Day 12. The kitten should have weighed between 12 oz and 14 oz on Day 19.




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Based on the scatterplot which statements are true Select TWO correct answers The kitten should weigh between 22 oz and 24 oz on Day 24

Answer :

The correct statements regarding the scatter plot are given as follows:

  • The kitten should have weighed between 5 oz and 7 oz on Day 4.
  • The kitten should have weighed between 7 oz and 9 oz on Day 8.

For what the scatter plot is used?

The scatter plot is used to give the points needed to build the linear regression equation relating the output variable of the vertical axis as a function of the input variable represented by the horizontal axis.

In the context of this problem, these points are given as follows:

(0, 4), (2, 5), (7,7), (9, 10), (14, 12), (15, 15), (21, 17).

Inserting these points into a linear regression calculator, the equation is listed as follows:

y = 0.6529x + 3.65758

On each day listed on the options, the predicted weights are given as follows:

  • Day 4: 0.6529(4) + 3.65758 = 6.7 oz.
  • Day 8: 0.6529(8) + 3.65758 = 8.9 oz.
  • Day 12: 0.6529(12) + 3.65758 = 11.5 oz.
  • Day 19: 0.6529(19) + 3.65758 = 16 oz.
  • Day 24: 0.6529(24) + 3.65758 = 19.3 oz.

From these numeric values, the correct options are selected.

More can be learned about scatter plots at https://brainly.com/question/6592115

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