3. Electric power is transferred at very high voltages over long distances. Transmission of high voltage
Explain how it reduces power loss on the lines.
4. If two points have the same potential, this test load will be taken from one point to another.
Does it mean that no work will be carried out during the course? This need no force application
shows that it is not? Discuss.

How does the “World’s Simplest Motor” work? Describe the torque due to the magnetic field on the wire loop as it turns. Explain why it is necessary to ensure only one side of the wire is scraped of enamel to make electrical contact. 

A simple pendulum has a mass of 0.550 kg and a length of 2.00 m. It is displaced through an angle of 11.0

Revised experiment setup ty I-v A student wants to find out how much energy is lost by the string rubbing at the edge of the table when the system moves by 30cm. They come up with two methods to make this measurement: Method 1: Calculate work done on the string by the table, Wedge=(T1−T2)xWedge=(T1−T2)x Where T1 and T2 are the magnitude of the force measured by the top and hanging IOLabs, respectively. x is the distance traveled by the IOLabs, measured using the wheel of the top IOLab. Method 2: Conservation of energy, Wedge=12(m1+m2)v2f−m2gxWedge=12(m1+m2)vf2−m2gx Where m1 and m2 are the top and hanging masses, respectively, and vf is measured using the wheel of the top IOLab. x is the distance traveled by the IOLabs, measured using the wheel of the top IOLab. The student does four trials of their experiment and makes the following measurements: Trial T1 (Newtons) T2 (Newtons) vf (m/s) 1 1.059 1.571 1.698 2 1.088 1.707 1.718 3 1.082 1.695 1.678 4 1.047 1.827 1.698 Additionally, the student determines the displacement (x) was 30cm, m1 is 202g and m2 is 351g. 1) Using method 1, what is the average measurement of the work done by the edge of the table on the string? (This value is NOT a magnitude). Joules 2) What is the size of the uncertainty on the average measurement from Method 1? You should do your calculation using the method described in the class handout on uncertainty. Joules 3) Using method 2, what is the average measurement of the work done by the edge of the table on the string? (This value is NOT a magnitude). Joules 4) What is the size of the uncertainty on the average measurement from Method 2? Joules 5) Compare the results from the two methods. What should you conclude about them? a) The results from the two methods disagree with each other b) The results from the two methods do not disagree with each other c) It is impossible to make a decision about these results 6) Explain how you decided if the two measurements agree or not. If they do not agree, identify a relevant assumption from the experiment that could cause the disagreement.

(a) Compute the maximum longitudinal force that may be supported by a bone before breaking, given that the compressive stress at which bone breaks is 2.00  10⁸ N/m². Treat the bone as a solid cylinder of radius 1.48 cm.

(b) Young's modulus for bone is 2.00  10¹⁰ N/m². Estimate the strain in the bone just before breaking.
units

Sounds waves are disturbances in air molecules that move at 343 m/s. Pitch is a measure of a sounds frequency. A middle C note in music has a frequency (pitch) of 261.6 Hz.

a. If you are listening to a middle C, how many pulses (wave crests) of
sound hit you in one minute (1 minute is exactly 60 seconds)?
b. How far apart is each wave crest (wavelength) in a middle C note?
c. If that note was sung louder, would either the wavelength or
frequency change?

The air pressure in a tire sitting outside is 30 psi on a nice fall day when the temperature is about 80 F. (Assuming that the density of the air inside the tire does not change with temperature and that the air may be treated as an ideal gas), what would the tire pressure be:

A) At 32 F?

B) At 100 F?

If the recommended tire pressure is between 28 and 32 psi, do you need to do anything in either case above? If so, which and what?

1.) What do you observe about the equipotential lines very near the charges and very far away from them? How does a second charge affect the potential field of the first one?

You dive straight down into a pool of water. You hit the water with a speed of 5.0 m/s , and your mass is 70 kg.

Assuming a drag force of the form FDFD = (−1.50×10⁴ kg/s )v, how long does it take you to reach 2% of your original speed? (Ignore any effects of buoyancy.)

Two identical objects, A and B, are thermally and mechanically isolated from the rest of the world. Their initial temperatures are TA > TB. Each object has heat capacity C (the same for both objects) which is independent of temperature. (a) Suppose the objects are placed in thermal contact and allowed to come to thermal equilibrium. What is their final temperature? How much entropy is created in this process? How much work is done on the outside world in this process? (b) Instead, suppose objects A (temperature TA) and B (temperature TB < TA) are used as the high and low temperature heat reservoirs of a heat engine. The engine extracts energy from object A (lowering its temperature), does work on the outside world, and dumps waste heat to object B (raising its temperature). When the temperatures of A and B are the same, the heat engine is in the same state as it started and the process is finished. Suppose this heat engine is the most efficient heat engine possible. In other words, it performs the maximum work possible. What is the final temperature of the objects? How much entropy is created in this process? How much work is done on the outside world in this process?

A block of mass m = 2.1 kg slides down a 36 ° inclined ramp that has a height h = 3.1 m. At the bottom, it hits a block of mass M = 7.1 kg that is at rest on a horizontal surface. Assume a smooth transition at the bottom of the ramp. If the collision is elastic and friction can be ignored, determine the distance the mass m will travel up the ramp after the collision.

The figures show a hypothetical planetary system at two different times. The system has a star S and three planets, labeled A, B, and C. The table provides the mass of each body in the system, as well as their spatial coordinates (?,?) in their initial and final positions. The spatial coordinates of the bodies are given in Astronomical Units (AU). Body Mass (kg) Initital Position Final Position S ?S=2.0197×1030 (0,0) (?S,?S) A ?A=2.0735×1028 (0.3429,0) (0,−0.5335) B ?B=6.6485×1026 (0.5617,1.2553) (−1.5385,0) C ?C=8.4729×1027 (0,1.6711) (−0.8021,−0.6035) The initial velocity of the center of mass of the system is zero. Find the magnitude ?S of the star's displacement from the origin in its final position. An x y coordinate system. The star S is at the origin. Planet A lies on the positive x-axis. Planet B is in the first quadrant of the graph. Planet C lies on the positive y-axis. Initial Position An x y coordinate system. The star S is near the origin in the first quadrant. Planet A lies on the negative y axis. Planet B lies on the negative x axis. Planet C is in the third quadrant of the graph. Final Position ?S= AU

an optical system consists of an optical lens and a concave mirror, the focal length of length is f=20​cm, the distance between objective and lens is 30, the distance between lens and concave mirro is alos 30cm, the radius of concave mirror is 30cm.
​(a) find the location of the final image
​(b)is this a real or virtual image?
​(c)is this an erect or inverted image?
​(d)what is the overall transversal magnification?

A.) Sunlight strikes a piece of crown glass at an angle of incidence of 31.5deg. Calculate the difference in the angle of refraction between a yellow (580 nm) and a violet (410 nm) ray within the glass. The index of refraction is n=1.523 for yellow and n=1.538 for violet light. You have to calculate the angle of refraction for both light rays (they have different indices of refraction). You are looking for the difference of these angles.

B.) The ray now travels inside the glass. What is the minimum angle of incidence at which the yellow ray can hit the surface of the glass and become there totally internally reflected and not refracted? The angle of incidence is the angle with respect to the normal. Now the beam comes from inside and wants to leave the medium. Since the index of refraction of the medium is larger than 1 (index of refraction of air) there is a critical angle at which the beam is totally internally reflected.

1. In the lab, a student has created an oscillator by hanging a weight from a spring. The student releases the oscillator from rest and uses a sensor and computer to find the equation of motion for the oscillator: x(t) = 0.13m cos (6.3 ?????? t + 0.14 radians)The student ? then replaces the weight with a weight whose mass, m is twice as large as that of the original weight. The student again releases the weight from rest from the same displacement from equilibrium. What would the new equation of motion be for the oscillator?

2. Show that if one sound is twice as intense as another, it has a sound level of about 3 dB higher.