My partner and i are at coordinates (−20, 15) on a map. if our destination is at coordinates (35, −12), (a) what are the coordin
ates of the rest station located halfway to our destination? (b) how far away is our destination? assume that each unit is 1 mi.
1 answer:
The rest station is the midpoint of the given coordinates:
(-20+35)/2 , for the x value and (15+-12)/2 for the y value.
Coordinates of the rest station: (7.5, 1.5)
How far is the destination? Use the distance formula : D² = √(x1-x2) + (y1-y2)
(-55)² + (27)² = D² D = √3754 = 61.27
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Hope this helps
Answer:
you did not finish what you were saying
Answer:
It is closer to 7,000 than 8,000
