A student performed a single collision experiment two-dimensional like the one carried out in the Experimental Physics laboratory 1, shown schematically in the next figure. Using only the uncertainty instrumental, the student constructed the following table for the linear moments of spheres 1 and 2 expressed in units (g cm/tq), where tq is the falling time of the ramp.  The teacher had already made a set of N = 25 measurements under the same conditions as the student and built the table below for the standard deviation of each component of linear moments, expressed in the same units (g cm/tq). Consider the statments: 1) Taking into account the measurements of the student and the teacher, the momentum vector of particle 2 and its uncertainty after the collision is

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A student performed a single collision experiment
two-dimensional like the one carried out in the Experimental Physics laboratory 1,
shown schematically in the next figure. Using only the uncertainty
instrumental, the student constructed the following table for the linear moments
of spheres 1 and 2 expressed in units (g cm/tq), where tq is the falling time of the
ramp. 
The teacher had already made a set of N = 25 measurements under the same conditions as the student and built the table below for the standard deviation of each component of linear moments, expressed in the same units (g cm/tq).

Consider the statments:

1) Taking into account the measurements of the student and the teacher, the momentum vector of particle 2 and its
uncertainty after the collision is:

see image

2)The total momentum in the y direction, and its instrumental uncertainty, after the collision is (−4 ± 1) g cm/tq

 

Mark true or false and justify

P₂ = 1(66±1) g cm/tą +ĵ(38 ± 1) g cm/tq
Transcribed Image Text:P₂ = 1(66±1) g cm/tą +ĵ(38 ± 1) g cm/tq
Pox
89 ± 1
Opex
2
Poy
-411
OPay
2
P1x
22 +1
OPix
6
Piy
-39 ± 1
OPıy
3
P₂x
66 ± 1
OPax
y УА
P1
P2
Pay
38 ± 1
OPay
3
Po
X
Transcribed Image Text:Pox 89 ± 1 Opex 2 Poy -411 OPay 2 P1x 22 +1 OPix 6 Piy -39 ± 1 OPıy 3 P₂x 66 ± 1 OPax y УА P1 P2 Pay 38 ± 1 OPay 3 Po X
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