In an experiment where you try to measure the acceleration due to gravity (g) by dropping an object from a certain distance into a sensor pad that measures the time of fall, what would be some of the experimental errors? I know that inaccurately measuring the height of the fall is one of them, but what would be other types of errors?
The equation needed to calculate g is 2h/t^2.
The errors may be
An error due to air resistance in calculations affecting the time of fall
An error in measurements of the height
An error in stopwatch or measurement of time
In an experiment where you try to measure the acceleration due to gravity (g) by dropping...
A student developed an experiment to measure the acceleration of the gravity. In the experiment, two photogates were used to measure the time it takes the object to fall from rest (at the first photogate) and reach the lower gate. The distance between the two photogates was 50 cm and the recorded time was 319 ms (millisecond). Calculate the acceleration of gravity (magnitude).
3. The acceleration due to gravity by dropping a baseball and measuring the time T it takes for the 2D Suppose that both D and T are measured ball to travel a measured vertical distance D is G = 432 ft, V(D) = 0.02 ft2, E(T) = 5.2 sec and V(T) independently with errors so that E(D) 0.003 sec2 Compute approximate values for E(G) and V(G) by propagation of error. a. b. What percent of the variance V(G) is due...
A student developed an experiment to measure the acceleration of the gravity. In the experiment, two photogates were used to measure the time it takes the object to fall from rest (at the first photogate) and reach the lower gate. The distance between the two photogates was 48 cm and the recorded time was 316 ms (millisecond). Calculate the magnitude of the velocity at the lower photogate.
A student developed an experiment to measure the acceleration of the gravity. In the experiment, two photogates were used to measure the time it takes the object to fall from rest (at the first photogate) and reach the lower gate. The distance between the two photogates was 63.0 cm and the recorded time was 311 ms (millisecond). Calculate the magnitude of the velocity at the lower photogate
In an experiment to measure the acceleration due to gravity g, two independent equally reliable measurements gave 9.67 m/s2 and 9.88 m/s2. Determine (i) the percent difference of the measurements (ii) the percent error of their mean [Take the theoretical value of g to be 9.81 m/s]
A student developed an experiment to measure the gravitational acceleration. In this experiment, two photogates were used to measure the time it takes the object to fall from rest (at the first photogate) and reach the lower gate. The student recorded time (t) and the distance (y) between the two photogates as shown in the following table: t (s) y(m) 0.141 0.100 0.199 0.200 0.244 0.300 0.281 0.400 0.315 0.500 0.345 0.600 0.372 0.700 Use Excel to plot y versus...
The acceleration due to gravity, g, is constant at sea level on the Earth's surface. However, the acceleration decreases as an object moves away from the Earth's surface due to the increase in distance from the center of the Earth. Derive an expression for the acceleration due to gravity at a distance h above the surface of the Earth, 9h. Express the equation in terms of the radius R of the Earth, g, and h. 9A Suppose a 74.35 kg...
(1 point) The acceleration due to gravity, g, is given by 8= GM r2 where M is the mass of the Earth, r is the distance from the center of the Earth, and G is the uniform gravitational constant. (a) Suppose that we increase from our distance from the center of the Earth by a distance Ar = x. Use a linear approximation to find an approximation to the resulting change in g, as a fraction of the original acceleration:...
Note: Show this using kinematic equations,
please.
The acceleration due to gravity g near the surface of the Earth can be measured by projecting an object vertically upward and measuring the time that it takes to pass two given points in both directions. See the diagram below. Notice that the horizontal axis is time not position the path of the object is purely along a straight, vertical line. Show that if the time the body takes to pass a horizontal...
1. Assume an
experiment is performed with an N-number of trials. Each trial
measures the same thing with exactly the same procedure and
measuring tools. The thing which we measured is the "time" of a
process, the trial number N is 3, the time is: "5.0s, 6.0s,
5.5s".
a.Then the "best"
value (arithmetic average) of this measurement of time is s (keep 2
significant figures);
b. the standard
deviation is s (keep 1 significant figures);
c. the random
uncertainty associated...