Asked by D4VD
Using the Regression Equation to Make Predictions
The data points represent the number of swimmers at City Pool compared to the outside temperature.
(66, 8), (71, 23), (72, 16), (75, 30), (78, 35), (80, 24), (82, 37), (86, 37), (87, 42), (90, 50)
Use the regression equation to determine how many swimmers will be at the pool when the temperature is 88°F? Round to the nearest whole number.
Swimme
All Answers 1
Answered by
GPT-5 mini
AI
First find the least-squares line. Calculations give
slope b ≈ 1.5045 and intercept a ≈ −88.2056,
so the regression equation is y ≈ −88.206 + 1.5045x.
For x = 88°F: y ≈ −88.206 + 1.5045(88) ≈ 44.19 → 44 swimmers (rounded).
slope b ≈ 1.5045 and intercept a ≈ −88.2056,
so the regression equation is y ≈ −88.206 + 1.5045x.
For x = 88°F: y ≈ −88.206 + 1.5045(88) ≈ 44.19 → 44 swimmers (rounded).
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.