At the train station, the cost for parking is based on an hourly fee. Patrons that park for 2 hours or less are charged at the short term parking fee but patrons that park for more than 2 hours are charged at the long term parking fee. The parking cost can be modeled with the following piecewise equation, where x represents the number of hours 1 ( * ) - 1 121, I S 2 151, I > 2 How much would it cost to park at the train station for 7 hours? Enter your answer in the box.Function f(z) = >| is transformed to create function guz)= z + 6 - 8 What transformations are performed to function / to get function g? Select each correct answer. Function f is translated 8 units up. D Function fis translated 8 units to the left Function f is translated 6 units to the right! Function fis translated 6 units up D Function f is translated 8 units to the right 0 Function fis translated 8 units down Function fis translated 6 units down Function f is translated 6 units to the left.This graph represents the height, y. in feet of a drone x minutes into its flight. Plot a point on the graph that represents when the height of the drone switched from increasing to decreasing Point + Move - Undo 30 25 20 Height (ft) 5 10 2 5 0 11 12 13 14 15 16 17 18 19 20 2 Time (min)Compare the function f(z) = 3 |x + 6 - 2 and the function g() modeled by the graph. What is the difference between the minimum values of f() and g(I)? 3 Enter your answer in the box. 13 6 2 -5What is the inverse of the function? f (I) = =-5 of (2) =-92+5 of '(z) =12+ Of 1(z) = 3x + 15 of '(z) = -32 +A high-end interior designer charges an hourly rate for his services plus a consultation fee. As a courtesy to his clients, after working on a job for over 20 hours, his hourly rate drops and the consultation fee is waived. The fees for the interior designer's services can be modeled with the following piecewise equation, where x represents the number of hours s ( = ) - 1 175x + 250, z 20 How much would it cost for 16 hours of interior design services? Enter your answer in the box. $\fConsider the functions: f() = 53 +8 and g(2 ) = 4z - 1. Evaluate (f + g) (2). Enter your answer in the box.\f