Physics Mechanics Quesiton

1. Aug 16, 2008

burnu

1. The problem statement, all variables and given/known data
A car accelerates horizontally from rest on a level road at a constant acceleration of 3.00 m/s^2. Down the road, it passes through two photocells ("electric eyes" designated by 1 for the first one and 2 for the second one) that are separated by 20.0m. The time interval to travel this 20.0m distance as measured by the electric eyes is 1.40s.

a. Calculate the speed of the car as it passes each electric eye.
b. How far is it from the start to the first electric eye?
c. How long did it take the car to get to the first electric eye?

I know that this equation deals with Instantaneous acceleration or Instantaneous velocity, I just don't know where to start and how to get the ball rolling on working out the solution.

2. Aug 16, 2008

Kurdt

Staff Emeritus
3. Sep 2, 2008

trojangirl89

I have the same problem for homework. But I'm not even sure where to start. That link doens't even help me because it says the same thing in my book. Which equations do I need to start with?

4. Sep 2, 2008

Topher925

I always start problems like this with a good drawing, it always makes things easier. To solve problems like this you only need the two golden equations*. You don't need to consider any instantaneous acceleration or velocity in this problem(because there isn't any). I would start by solving question a. I think either one of the equations will actually work for part a.

*HINT: x = x0 + Vt+.5at^2 and Vf^2-Vi^2=2ax.

5. Sep 2, 2008

trojangirl89

Thanks! I drew a picture but it just wasn't working.

Alright so let me get this straight:

a= 3.00 m/s2
x= 20.0 m
t= 1.40 s
v= 20.0 m/1.4 s

...which would mean that I have to solve for x0?

Sorry, but I have never taken a physics class until now and I'm just so confused.

6. Sep 2, 2008

Kurdt

Staff Emeritus
You can't work out speed like that since the car is accelerating. For the speed at the first gate you have a distance a time and you know the acceleration. Now what you need to find is the initial speed. What equation has these elements in it so you can find initial speed?