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QUESTION 8 points Save Find the uncertainty in a calculated average speed from the measurements of...
QUESTION 8 Find the uncertainty in a calculated average speed from the measurements of distance and time. Average speed depends on distance and time according to this function vitx)-x/t Your measured distance and time have the following values and uncertainties x-47 meters, x12 meters and t-87 seconds and St16 seconds. What is the uncertainty in the average speed, 5v? Units are not needed in your answer QUESTION 9 Find the uncertainty in a calculated electrical potential difference from the measurements...
QUESTION 19 Find the uncertainty in a calculated electrical potential difference from the measurements of current and resistance. Electric potential difference depends on current and resistance according to this function V(I,R) = IR. Your measured current and resistance have the following values and uncertainties | = 8.2 Amps, S1 = 0.43 Amps and R = 39.1 Ohms and SR = 0.36 Ohms. What is the uncertainty in the , SV ? Units are not needed in your answer. QUESTION 20...
Find the uncertainty in kinetic energy. Kinetic energy depends on mass and velocity according to this function E(mv) - 1/2 m v2. Your measured mass and velo city have the following uncertainties 5m0.18 kg and Sv1.59 m/s. What i:s is the uncertainty in energy, SE, if the measured mass, m - 3.93 kg and the measured velocity, v- 12.43 m/s? Units are not needed in your answer.
propagation of uncertainty please kindly solve all questions for a thumbs up! thank you! QUESTION 2 Find the uncertainty in the moment of interia. Moment of interia of a disk depends on mass and radius according to this function (m,r) = 1/2 m 12. Your measured mass and radius have the following uncertainties Sm = 0.36 kg and Sr = 0.39 m. What is is the uncertainty in moment of interia, SI, if the measured mass, m = 3.18 kg...
QUESTION 1 Find the uncertainty in the moment of interia Moment of interia of a disk depends on mass and radius according to this function m.r)-1/2 m r2 Your measured mass and radius have the following uncertainties 5m 329 kg and 5r086 m. What is is the uncertanty in moment of intería, δ·if the measured mass, m-2717 kg and the measured radius, r-646 m? Units are not needed in your answer. QUESTION 2 Find the uncertainty in the moment of...
Find the uncertainty in a calculated electrical potential difference from the measurements of current and resistance. Electric potential difference depends on current and resistance according to this function V(I,R) = IR. Your measured current and resistance have the following values and uncertainties I = 3.3 Amps, delta I space equals space 0.9 Amps and R = 87.5 Ohms and delta R space equals space 0.8 Ohms. What is the uncertainty in the , delta V
Find the uncertainty in the moment of inertia. Moment of interia of a disk depends on mass and radius according to this function I(m,r) = 1/2 m r2. Your measured mass and radius have the following uncertainties delta m space equals space 0.43 kg and delta r space equals space 0.11 m. What is is the uncertainty in moment of interia, delta I , if the measured mass, m = 6.43 kg and the measured radius, r = 10.14 m?
Find the uncertainty in the moment of interia. Moment of interia of a disk depends on mass and radius according to this function I(m,r) = 1/2 m r2. Your measured mass and radius have the following uncertainties delta m space equals space 1.82 kg and delta r space equals space 2.53 m. What is is the uncertainty in moment of interia, delta I , if the measured mass, m = 13.47 kg and the measured radius, r = 17.77 m?...
Part B The uncertainty ?p sets a lower bound on the average momentum of a particle in the nucleus. If a particle's average momentum were to fall below that point, then the uncertainty principle would be violated. Since the uncertainty principle is a fundamental law of physics, this cannot happen. Using ?p=2.1×10?20 kilogram-meters per second as the minimum momentum of a particle in the nucleus, find the minimum kinetic energy Kmin of the particle. Use m=1.7×10?27 kilograms as the mass...
Consider a particle of mass m = 25.0 kg revolving around an axis with angular speed ω. The perpendicular distance from the particle to the axis is r= 1.75 m . (Figure 1) Part A Which of the following are units for expressing rotational velocity, commonly denoted by ω? . Check all that apply. radians per second degrees per second meters per second arc seconds revolutions per second Part C Now that you have found the velocity of the particle,...