Question
Two trains X and Y start at the same time in the
opposite direction from two points P and Q and arrive at their destinations 25 and 16 hours respectively after their meeting each other. At what speed does the second train Y travel if the first train travels at 48 km/h.ÂSolution
Let the speed and time of two trains be s1 and s2, and t1 and t2. s1/s2 = (t2/t1)1/2 => 48/s2 = 4/5 => s2 = 60 km/hr.
Any numbered relationship has how many participating entities?
Predict the correct output

What is the purpose of virtual memory?
Which boolean operator represents logical AND?
In Stop-and-Wait flow control, what happens if the sender does not receive an acknowledgment for a transmitted frame?
Which error correction technique is capable of correcting single-bit errors and detecting two-bit errors?
What is the purpose of a weak entity in the ER model?
What is the purpose of the Program Counter (PC) in CPU control design?
What is the time complexity of a dynamic programming solution for a problem with "n" subproblems and each subproblem taking "O(1)" time to solve?
What happens to the memory allocated to a local variable when the function exits?