If an object is dropped from the roof of a certain building, its height h ,in meters, at t seconds would be given app
Posted: Thu Jun 30, 2022 9:35 pm
If an object is dropped from the roof of a certain building,its height h ,in meters, at t seconds would be givenapproximately by the function, h(t) =- 4.9t + 405.769.
If an object is dropped from the roof of a certain building, its height h, in meters, at t seconds would be given approximately by the function, h(t)= −4.9+² +405.769. a. Evaluate h(0). What does this value represent? h(0) = (Round to three decimal places as needed.) What does h(0) represent? O A. h(0) represents the distance the object has fallen immediately after being released. OB. h(0) represents the number of seconds remaining for the object to fall when it is at the top of the building. O C. h(0) represents the number of seconds the object has been falling at the top of the building. O D. h(0) represents the height of the object above the ground when it is released. b. Evaluate h(4). What does this value represent? h(4) = (Round to three decimal places as needed.) What does the value h(4) represent? O A. h(4)represents the number of seconds the object has been falling when it is 4 meters above the ground. O B. h(4) represents the number of seconds the object has been falling when it has fallen 4 meters. O C. h(4) represents the height of the object above the ground after falling for 4 seconds. O D. h(4) represents the distance the object has fallen after falling for 4 seconds. (
e. Evaluate h(11). Is this possible? Explain. h(11) = (Round to three decimal places as needed.) Is this possible? OA. Yes, because the domain of the given function is all real numbers. O B. No, because the value of h implies the object is below the ground. O C. No, because the value of h implies the object falls upward. O D. No, because the value of h occurs before the object is released. d. Evaluate h(9.1). What does this value represent? h(9.1) = (Round to three decimal places as needed.) What does h(9.1) represent? O A. h(9.1) represents the height of the object above the ground after falling for 9.1 seconds. O B. h(9.1) represents the distance the object has fallen after falling for 9.1 seconds. O C. h(9.1)represents the number of seconds the object has been falling when it is 9.1 meters above the ground. O D. h(9.1) represents the number of seconds the object has been falling when it has fallen 9.1 meters.
e. Determine the feasible domain and the feasible range of the function in the context of this problem. The feasible domain is {+sts. (Round to three decimal places as needed.) The feasible range is {hshs. (Round to three decimal places as needed.) f. Graph the function by plotting points. O A. At 10- 0- 450 B. Ah 450- 0- 10 Ⓒ O C. Ah 450+ 17.3 0- O D. At 10- n of 0 450
- If An Object Is Dropped From The Roof Of A Certain Building Its Height H In Meters At T Seconds Would Be Given App 1 (90.98 KiB) Viewed 40 times
e. Evaluate h(11). Is this possible? Explain. h(11) = (Round to three decimal places as needed.) Is this possible? OA. Yes, because the domain of the given function is all real numbers. O B. No, because the value of h implies the object is below the ground. O C. No, because the value of h implies the object falls upward. O D. No, because the value of h occurs before the object is released. d. Evaluate h(9.1). What does this value represent? h(9.1) = (Round to three decimal places as needed.) What does h(9.1) represent? O A. h(9.1) represents the height of the object above the ground after falling for 9.1 seconds. O B. h(9.1) represents the distance the object has fallen after falling for 9.1 seconds. O C. h(9.1)represents the number of seconds the object has been falling when it is 9.1 meters above the ground. O D. h(9.1) represents the number of seconds the object has been falling when it has fallen 9.1 meters.
e. Determine the feasible domain and the feasible range of the function in the context of this problem. The feasible domain is {+sts. (Round to three decimal places as needed.) The feasible range is {hshs. (Round to three decimal places as needed.) f. Graph the function by plotting points. O A. At 10- 0- 450 B. Ah 450- 0- 10 Ⓒ O C. Ah 450+ 17.3 0- O D. At 10- n of 0 450