A torsion spring of a mousetrap is twisted through an angle of 180°. The torque vs. angle data is given below. 10 20 30 Torsion, T(N- 1 m) 40 Angle, e(rad) 10 100 400 600 1200 The relationship between the torque and the angle is T = ao + a1 0. The correct regression model that represents the data is: T = 29.684 0 - 139.43 T = 22.782 0 + 1 None T = 30 0- 200 T= 60 0 - 1200 T = 0.095086 0 + 0.11868
A torsion spring of a mousetrap is twisted through an angle of 180°. The torque vs. angle data is given below. 10 20 30 Torsion, T(N- 1 m) 40 Angle, e(rad) 10 100 400 600 1200 The relationship between the torque and the angle is T = ao + a1 0. The correct regression model that represents the data is: T = 29.684 0 - 139.43 T = 22.782 0 + 1 None T = 30 0- 200 T= 60 0 - 1200 T = 0.095086 0 + 0.11868
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
Transcribed Image Text:A torsion spring of a mousetrap is twisted
through an angle of 180°. The torque vs.
angle data is given below.
Torsion, T(N- 1
m)
10
20
30
40
Angle, e(rad) 10
100 400 600 1200
The relationship between the torque and the
angle is T = ao + a 0. The correct
regression model that represents the data is:
O T= 29.684 0 - 139.43
T= 22.782 0 +1
None
T = 30 0 - 200
T = 60 0 – 1200
T = 0.095086 e + 0.11868
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