Ocean From a parking lot you want to walk to a house on the ocean. The house is located 3550 ft down a paved path that parallels the beach, which is 710 ft wide. Along the path, you can walk 260 ft/min, but on the beach you can only walk 110 ft/min. Calculate the time T if you walk directly from the parking lot to the house. Beach 710 ft Paved path Forest 3350 tt Parking lot The time T to get from the parking lot to the beach-house can be expressed as a function of the angle 0 shown in the illustration and is equal to the following. 355 71 71 T(0) = 26 26 tan 0* 11 sin 0' You must calculate the time Tif you walk directly from the parking lot to the house. Use the following hint. 710 Hint: tan 0: 3550 T= minutes (Type an integer or a fraction with a radical if needed.)
Ocean From a parking lot you want to walk to a house on the ocean. The house is located 3550 ft down a paved path that parallels the beach, which is 710 ft wide. Along the path, you can walk 260 ft/min, but on the beach you can only walk 110 ft/min. Calculate the time T if you walk directly from the parking lot to the house. Beach 710 ft Paved path Forest 3350 tt Parking lot The time T to get from the parking lot to the beach-house can be expressed as a function of the angle 0 shown in the illustration and is equal to the following. 355 71 71 T(0) = 26 26 tan 0* 11 sin 0' You must calculate the time Tif you walk directly from the parking lot to the house. Use the following hint. 710 Hint: tan 0: 3550 T= minutes (Type an integer or a fraction with a radical if needed.)
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Transcribed Image Text:Ocean
From a parking lot you want to walk to a house on the ocean. The house is located 3550 ft down a paved path that parallels the beach, which is 710 ft wide. Along the path, you can walk 260 ft/min, but on the beach
you can only walk 110 ft/min. Calculate the time T if you walk directly from the parking lot to the house.
Beach
710 ft
Paved path
Forest
3550 ft.
Parking lot
The time T to get from the parking lot to the beach-house can be expressed as a function of the angle 0 shown in the illustration and is equal to the following.
355
71
71
T(0) =
26
0<0<
2
+
26 tan 0
11 sin 0
You must calculate the time T if you walk directly from the parking lot to the house. Use the following hint.
710
Hint: tan 0 =
3550
T= minutes
(Type an integer or a fraction with a radical if needed.)
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