answer using julia pls

Person A starts at the origin and moves east at 60 MPH. Porson B starts 200 miles north of the origin and moves south at 70 MPH Write a function that computes the distance between the two people as a function of t, which is given in minutes. Lot vA and vB be the respective speeds. The (x,y) position of person Ais (vA - t/60,0) and the (x, y) position of person Bis (0,200 - 0B - 1/60). Now, use the distance formula to write the function (d) Which of these defines the correct function? o(t) = sqrt( (vA*t/60 - 0)2 + (0 - (200 - vB*t/60)^2) a(t) = (VA*t/60 - 0)^2 + (0 - (200 VB*t/60))^2 a(t)= sqrt(t^2 . (200 - vBt/60)^2) (6) The distance at0 : 200 The distance at 150 is: (a) The distance at 1 = 120 is