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Jack and Jill both left their respective homes at 1 PM. Jack walked till a school that was between 2.5 kilometers and 3 kilometers from his home, inclusive, and returned home between 1:55 PM and 2:05 PM. If Jill walked 5 kilometers more than Jack and returned to her home at 3 PM, which of the following statements must be true?

    I. The walking speed of Jill was greater than that of Jack
    II. Jack’s walking speed was close to 3 kilometers per hour
    III. Had Jack covered 0.5 more kilometers every 30 minutes, his walking speed would have been greater than Jill’s


A. I only
B. II only
C. III only
D. I, II and III
E. None of the above




Yes the calculations are lengthy, especially so in statement III and not likely to be seen in actual but you can save some time by..
info:-
1) Mr Jack travels 5 to 6 km in 55 to 65 min
2) Jill travels 10-11 in 2 hr

statements..
    I. The walking speed of Jill was greater than that of Jack
    To confirm, take MAX of Jack
    so Jill speed 5.5km/h and jacks speed 6 km in 55min, so >6km/h
    NOT necessary

    II. Jack’s walking speed was close to 3 kilometers per hour
    Don't do any calculations. REQUIRED info in statement I, speed of Jack>6km/h
    Again NOT necessary

    III. Had Jack covered 0.5 more kilometers every 30 minutes, his walking speed would have been greater than Jill’s
    so Jack travels 6 to 7 km in 55-65 min
    Take least speed of Jack 6 km in 65 min..
    Don't divide 6 by 65, will take a lot of time..
    check how much would JIll travel in 65 minutes = 65*5.5=357.5 whereas jack travels 6*60 = 360

    YES

Multiplication just lessens down some tedious calculations

Only III true

C
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