The length of train X is equal to sum of length of train Y and Z together, while length of train Z is 20% more than that of Y. Train Y running at spee
Question
The length of train X is equal to sum of length of train Y and Z together, while length of train Z is 20% more than that of Y. Train Y running at speed of 50 meters/second and it cross a pole in 6 seconds. If the speed of train X is 40 m/sec and cross train Z in 17 second running in opposite direction, then find the speed of train Z (in meters/second)?
A.
25
B.
15
C.
30
D.
20
E.
40
Correct option is D
Free Tests
Free
Must Attempt
RBI Asst Prelims 2026: Quant Advance level Test 01
English
35 Questions
35 Marks
20 Mins
English
Free
Must Attempt
RBI Asst Prelims 2026: Reasoning Advance level Test 01
English
35 Questions
35 Marks
20 Mins
English
Free
Must Attempt
NABARD Development Assistant Mains 2026 Full Mock Test -01