Jack needs to arrive at the flower shop before 2 p.m, and the car rental by 3:30 pm, before he picks Sally up for their date at 5:30. It is now 12 p.m. the flower shop is 1.2 miles from Jacks house. He walks at a pace of 3.1 miles per hour. The flower shop is about .6 miles from the car rental shop, where Jack must walk to next. He can then drive the last 4.3 miles to Sallys house with an approx speed of 35 mph. When should he leave for each destination, in order based on the distance between stops Jack's walking speed, and finally the travel in the car?  Select the correct option
A) 1:56 p.m, 3:21pm, 5:21 p.m	B) 1:59 p.m, 3:17p.m, and 5:24 p.m	C) 1:57 p.m., 3.19 p.m, and 5:26pm	D) 1:52 pm, 3:11 p.m, and 5:18 pm	E) 1:59 p.m, 3:22 p.m, there isn't time to pick up Sally :(
1.2 m/3.2 mph= 38 minutes to travel to flower shop   Needs to leave home at: 1:52 pm bc 2pm-38minutes=1:52 pm   Needs to leave flower shop at: .6Ã·3.1=approx 19 minutes 3:30 pm- 19 minutes= 3:11pm   Needs to leave car rental by: 4.3/35mph= approx 12 minutes 5:30-12 minutes= 5:18pm   Correct answer is 1:52 pm, 3:11 p.m, and 5:18 pm
<result>D</result>
Jack needs to arrive at the flower shop before 2 p.m, and the car rental by 3:30 pm, before he picks Sally up for their date at 5:30. It is now 12 p.m. the flower shop is 1.2 miles from Jacks house. He walks at a pace of 3.1 miles per hour. The flower shop is about .6 miles from the car rental shop, where Jack must walk to next. He can then drive the last 4.3 miles to Sallys house with an approx speed of 35 mph. When should he leave for each destination, in order based on the distance between stops Jack's walking speed, and finally the travel in the car?