As with the previous question, Juliet is studying the change in the amount of chemical (in grams) present in her solution as time (in minutes) goes on. She finds a least squares regression line of y = 30 – 2.1x and a coefficient of determination p2 = 0.49. Select two answers below that are true. On average, the amount of chemical decreases by 2.1 grams per minute. 70% of the change in chemical is due to a change in time. 49% of the change in chemical is due to the change in time. On average, the amount of chemical increases by 2.1 grams per minute.

Trigonometry (MindTap Course List)
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ISBN:9781305652224
Author:Charles P. McKeague, Mark D. Turner
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Chapter4: Graphing And Inverse Functions
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Problem 6GP: If your graphing calculator is capable of computing a least-squares sinusoidal regression model, use...
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As with the previous question, Juliet is studying the change in the amount of chemical
(in grams) present in her solution as time (in minutes) goes on. She finds a least
squares regression line of y = 30 – 2.1x and a coefficient of determination
= 0.49. Select two answers below that are true.
On average, the amount of chemical decreases by 2.1 grams per minute.
70% of the change in chemical is due to a change in time.
49% of the change in chemical is due to the change in time.
On average, the amount of chemical increases by 2.1 grams per minute.
Transcribed Image Text:As with the previous question, Juliet is studying the change in the amount of chemical (in grams) present in her solution as time (in minutes) goes on. She finds a least squares regression line of y = 30 – 2.1x and a coefficient of determination = 0.49. Select two answers below that are true. On average, the amount of chemical decreases by 2.1 grams per minute. 70% of the change in chemical is due to a change in time. 49% of the change in chemical is due to the change in time. On average, the amount of chemical increases by 2.1 grams per minute.
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