Consider the data for the function below:

The annual number of cars and trucks sold by a dealership can be modeled by the functions given below where x is the number of years since 2000. Fi Cars sold: c(x) =1.118x³ – 22.1492x +95.2693x +1210.7673 Trucks sold: t(x)=1.5964x³ - 36.4112x +200.5798x+476.9031 56. Write a function, T(x), that models the total annual number of cars and trucks sold. A) T(x)=2.7144x³ – 58.5604x² +295.8491x +1687.6704 6. B) T(x) =0.4784x³ –14.262x +105.3105x-733.8542 C) T(x) =2.7144x – 58.5604x² +105.3105x +733.7642 Cho D) T(x)=-0.4784x° +14.262x² – 105.3105x +733.8642 A) { 57. Write a function, D(x), that models how many more cars than trucks were sold annually. AB) A) D(x)=2.7144x³ +58.5604x +295.8491x +1687.6704 B) D(x) =0.4784x' -14.262x? +105.3105x -733.8642 C) D(x)=2.7144x³ – 58.5604x² +105.3105x+733.7642 Fi D) D(x)=-0.4784x³ +14.262x² – 105.3105x+733.8642 58. According to the model, how many cars and trucks were sold in 2009? (Round to nearest whole number.) 6. 59. According to the model, how many…

A recent survey in Michigan revealed that 60% of the vehicles traveling on highways, where speed limits are posted at 70 miles per hour, were exceeding the limit. Suppose you randomly record the speeds of ten vehicles traveling on US 131 where the speed limit is 70 miles per hour. Let X denote the number of vehicles that were exceeding the limit. Please use excel functions to show working Find P(4 < X < 9).

. Rewrite the functionf (x) = 0.007543x2 - 632.5778x + 480.65with the coefficients (and constant) rounded to:a. three decimal placesb. three significant digitsc. four significant digits

please provide full and complete procedure. note that there is only one question with various parts. there are not two questions being submitted here

The accounting team at a manufacturing business developed a model for the company's profit over its first year of business. Their profit, in thousands of dollars, followed the graph of p(t)= (1/6)t3-t2+t where t is the number of months since January 1st.  Use the mean value theorem to find the month in which the profits changed at the same rate as the average rate of change during the first 7 months. Midnight on New Year’s Eve corresponds to t=0,so for purposes of the mean value theorem, the first six months of the year correspond to the interval [0, 7].  Hint: Discard any solutions that are not in the corresponding open interval.  Note: Use a calculator to determine the solution. Write your answer as the name of the month, not a number. For example, the value t=2.3 corresponds to some time in March, so you would say the answer is "March."

Which of the following values of x would not be in the domain of the function defined by f (x)=*-2? x+3 (1) x =-3 (3) x = 3 (2) x = 2 (4) x = -2 Option 1 Option 2 Option 3 Option 4

ewis.edu/courses/22656/quizzes/55433/lake E Hours Calculator O Document Requir. Statistics and Pro.. Mail - Zacamolpa.. a Amazon.com: Wat.. Given two functions g (x) = x² – 2x and f (x) = 5x – 1, find the following and simplify your answer. a. f (g (x)). b. g (f (x)). Show all work and answers on your work page. Edit View Insert Format Tools Table 12pt v Paragraph v BIUA ev T?v NOV 19 tv We The # $ & * 3 4 6 7 8 O LO

Please do number one

Number 10. Please