leb report 7 execution

I'm using DeltaPE_max = sqrt((Deltak/k)^2+(2*Deltax/x)^2)*PE_max, but it's not working..am I doing something wrong?

the eqn above is right except its x_0

quick question... for the graph, which goes on the x axis and which goes on the y axis?

X is T_meas and Y is T_theor

for the graph

do u need to draw 3 lines
and do we need the error?

I'm having problems calculating the T_Theor. I know the formula is 2*pi*sqrt(m/k). i know the mass is suppose to be the glider and attached mass. but everytime i try it i get it wrong. can someone offer ideas on what i might be doing wrong...

for the graph what goes on the x axis?

For the graph you should have a solid "best fit" line and then dashed lines showing the error. As for the error bar you only need to draw them for the T_theor I believe, which ever the manual says.

Try calculating the sqrt(m/k) first then multiply it by (2pi).

As for axis labels try looking through previous posts (Hint: It's a few before this one)

are u sure about this??

X is Tmeas and Y is Ttheor

cause i get the slope wrong this way

when ireverse it i get t right ??

i keep getting #7 wrong for some reason, around what time values did you guys get for the first velocity? i think i may have wrote mine down wrong..or around what value worked in maple ta for you?

sqrt((Deltak/k)^2+(2*Deltax/x)^2)*PE_max
needs to be
sqrt((Deltak/k)^2+(2*Deltax_0/x_0)^2)*PE_max
if you're just copying and pasting.

I'm positive on those labels.

You should have a positive linear line as your graph.

My MapleTA has been finished and submitted and nothing was incorrect on it.

Here is my graph:

for the slope, is it through the origin?

anyone knows where we get x_0??

I don't believe the slope goes through the origin.

x₀ is the displacement of the glider on the airtrack, I think it was either the ~10cm or the ~30cm. For which ever one you're figuring out