D Question 4 8 pts The drug albuterol is used to treat asthma. The chart to the below contains data points for albuterol in the system, measured in micrograms, since treatment began, with time measured in hours. Albuterol in the Time, in hours bloodstream in micrograms. 0 0 140 2 260 3 185 1) It would be best to have [ Select ] be the input and [ Select ] be the output. 21.C Mostly cloudy O 9 esc f4 16 M-C https://uc.instructure.com/courses/1564000/.. [ W Albuterol in the Time, in hours bloodstream in micrograms O O 140 2 260 3 185 1) It would be best to have [Select ] be the Select ] input and [ Select ] time, t in hours Amount, A in micrograms 2) Find a quadratic function using the regression capabilities of your calculator that fits the data in the chart. Consider the options A, B, and C below. A) A (t) - 67.5t + 45 B) 21. C Mostly cloudy O 9 hp esc f4 15 10 a 2 3 & 4 5C Albuterol in the Time, in hours bloodstream in micrograms. O 0 140 2 260 185 1) It would be best to have [Select | ~be the input and [Select ] be the output. Select] 2) Find a d time, t in hours ession capabilities of Amount, A in micrograms your calculator that fits the data in the chart. Consider the options A, B, and C below. A) A (t) - 67.5t - 45 B ) 21.C Mostly cloudy W esc f2 f4 fs 1 - $7 @ # 2 3 4 K tab - 1 Q W E R T Y caps lock1) It would be best to have [Select ] be the input and [ Select ] be the output. 2) Find a quadratic function using the regression capabilities of your calculator that fits the data in the chart. Consider the options A, B, and C below. A) A (t) = 67.5t - 45 B) A (t) - -53.75t2 + 228.75t - 8.75 C)A (t) - 53.75t2 - 228.75t D) A (t) - -8.75t2 + 228.75t - 53.75 Option [ Select ] is the most appropriate for the quadratic regression model for the amount of albuterol in the system at time t. 3) Using the model to estimate the amount of albuterol in the bloodstream at 4 hours we would use 21.C Mostly cloudy O 9 W esc f1 f2 f4 $7 @ 2 3 4 5 tab -1 Q W E RD) A(t) = -8.75t2 + 228.75t- 53.75 Option [ Select ] is the most appropriate for the quadratic regression model for the amount of albuterol in the system at time t. 3) Using the model to estimate the amount of albuterol in the bloodstream at 4 hours we would use [ Select ] According to the formula the estimate for the amount of the drug in the bloodstream at 4 hours would be [ Select ] with units of [ Select ] 4) Does it make sense to use the function to model the amount of albuterol in the bloodstream at 8 hours after the single treatment? [ Select ] 21 C Mostly cloudy O 9 esc f1 2 16 1 - $D) A (t) = -8.75t2 + 228.75t - 53.75 Option [ Select ] is the most appropriate for the quadratic regression model for the amount of albuterol in the system at time t. 3) Using the model to estimate the amount of albuterol in the bloodstream at 4 hours we would use [ Select ] According to the formula the [ Select ] A(t) - 4 drug in the bloodstream at 4 hours A(4) would be occur with units of [ Select ] 4) Does it make sense to use the function to model the amount of albuterol in the bloodstream at 8 hours after the single treatment? [ Select ] 21 C Mostly cloudy O hp esc f2 f4 f5 $ 2 & 4 5 tab Q WD) A(t) = -8.75t2 + 228.75t- 53.75 Option [ Select ] is the most appropriate for the quadratic regression model for the amount of albuterol in the system at time t. 3) Using the model to estimate the amount of albuterol in the bloodstream at 4 hours we would use [ Select ] According to the formula the estimate for the amount of the drug in the bloodstream at 4 hours would be [Select ] with units of Select [ Select] 315 46.25 265 4) Does it 21.1 to model the amount of albuterol in the bloodstream at 8 hours after the single treatment? [ Select ] 21.C Mostly cloudy esc f2 $3 f4 a # 2 3 4 15 tab -7 1 Q W E R T YA(t) = -8.75t2 + 228.75t-53.75 Option [ Select ] is the most appropriate for the quadratic regression model for the amount of albuterol in the system at time t. 3) Using the model to estimate the amount of albuterol in the bloodstream at 4 hours we would use Select ] . According to the formula the estimate for the amount of the drug in the bloodstream at 4 hours would be [ Select ] with units of [ Select ] Select ] hours e function to model the amount of micrograms albuterol in the bloodstream at 8 hours after the single treatment? [ Select ] 21.C Mostly cloudy O W esc f2 f4 18 a # 8 2 3 4 tab Q W E R T caps lockis the most appropriate for the quadratic regression model for the amount of albuterol in the system at time t. 3) Using the model to estimate the amount of albuterol in the bloodstream at 4 hours we would use [Select ] According to the formula the estimate for the amount of the drug in the bloodstream at 4 hours would be [Select ] with units of [ Select ] 4) Does it make sense to use the function to model the amount of albuterol in the bloodstream at 8 hours after the single treatment? [ Select ] Select ] Yes there would be A(8) - 585. The slope indicates that the amount of albuterol keeps increasing. Yes there would be A(8) = 1618. The amount of albuterol will keep increasing. No. A(8)=-1618. The least amount in the bloodsteam would be 0. All of the albuterol was metabolized a little after 4.2 hours.h No. The model is only good for three hours as that is the longest time accounted for in the data points. Previous O W X N hulu ENG ~ () 0 DII F10 DDI prt se 3144 f4 - $ & backspac O 4 5 6 P R T U F G H K pause B N M ctri alt