Places A and B are 30 km apart and they are on a straight road. Hamid travels
from A to B on bike. At the same time Joseph starts from B
on bike, travels towards A. They meet each other after 20
minutes. If Joseph would have started from B at the same
time but in the opposite direction (instead of towards A)
Hamid would have caught him after 3 hours. Find the speed
of Hamid and Joseph.
Answers
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Answer:
Speed of Hamid (S1) = 50 kmph, Speed of Joseph (S2) = 40 kmph
Step-by-step explanation:
First case:
Total distance covered by Hamid and Joseph = 30 km.
Therefore, S1/3 + S2/3 = 30 -----(i)
Second Case:
Total distance travelled by Hamid = (Total distance travelled by Joseph in 3 hrs + 30)
Therefore, 3*S1 = 3*S2 + 30 -----(ii)
Solve (i) and (ii), S1 = 50 kmph and S2 = 40 kmph
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