Jeremy is on the planning committee for the rock climbing club. He is putting together a trip where members can go outdoor rock climbing. He is trying to determine how high the group should climb and how long the trip should last. He calls multiple parks in the area that offer rock climbing and collects data on the height of the rock formations and the average time it takes people to reach the top and come back down. The data he found is shown. Time to Climb (min)
30
45
115
87
160
60
135
117
55
145
95
150
67
120
100
88
138
75
167
120
Height (ft)
85
120
298
194
434
241
351
339
180
400
248
370
155
296
271
255
315
215
405
317

part F: Jeremy has heard a lot of people in the club talking about tackling a 950-ft rock formation. Jeremy has set a limit that they won't climb anything that takes longer than 7 hours, so they have enough time to travel to and from the place. will it be possible to climb a 950 ft rock formation within Jeremy's time constraint? explain why or why not.