I started number 2 using knowledge from 1. I set 2 displacement equations equal to each other. Was I wrong to say that: (1/2)(2.5)(t^2)=4.2t ?? I will add a second at the end to make up for the lost time.
I'm lost again. I was trying to find distance when I should have been trying to find time. Any tips for starting number 2? I already drew a v-t graph, making sure my constant a was a straight line.
On #1, how should I start out on the opposite directions. I know that the train will be traveling @ -80 kmh, and the car, +90 kmh. I don't know what the relative velocity of the train would be. Maybe -170 kmh?
azizlwl - I will try your method, and I think I messed up in drawing the x-t graph for a = c. I drew the v as exponentially increasing. I got it confused with the x-t graph. You know how it is, first day of AP Phys. A little lost. Haven't taken phys in 2 years. Will keep you updated.
I don't know. Can anyone help? this is frustrating, and I almost have to turn it in online. I tried graphing the x-t graph, and can't make sense of it. I understand that one must equate 2 equations - that is how you find the intersection. But my answer is always wrong. I just want some help. Thanks.
Also, it wouldn't make sense for the first one to draw a v-t graph because v doesn't tell you anything about position. Should I instead drawn a x-t graph?