Two trains, A and B, are moving on straight horizontal tracks which run alongsideeach other and are parallel. The trains both move with constant acceleration. At timet ¼ 0 , the fronts of the trains pass a signal. The velocities of the trains are shown inthe graph below.
Find the distance between the fronts of the two trains when they have the samevelocity and state which train has travelled further from the signal.[3 marks](b) Find the time when A has travelled 9 metres further than B. [8 Marks]
This is basically a question in AQA mechanics 1B, question 8 that I am unsure on how to solve both A and B. Any help is grateful.
Link:http://filestore.aqa.org.uk/subjects...P-QP-JUN15.PDF [Question 8]
Mechanics AQA 1B 2015 question Watch
- Thread Starter
- 17-06-2016 15:15
- 17-06-2016 17:18
This is an area under the graph question. At t=8 and v=5.8 you have enough info to find the area for each train. The distance difference is the area difference. For part b you are still working areas. Set up an equation with area sums like part a but with t instead of 8. Add 9 to the area for one train and then solve for t.