This seemed to contradict the rule where you point your
Get college assignment help at Smashing Essays Question This seemed to contradict the rule where you point your thumb in the direction of the current and wrap your fingers around the wire to determine the magnetic field. Could you explain this? ATTACHMENT PREVIEW Download attachment Screen Shot 2019-08-01 at 3.36.58 PM.png Curl fingers as if rotating vector I into vector B. The thumb is then in the direction of the force F F: F’Lxfi . . Force on straight This depicts conventional wire at W L current. Electric
Could you check these answers for me please? I’m also
Question Could you check these answers for me please? I’m also not sure how to answer #2. alt=”Screen Shot 2019-07-03 at 6.55.18 PM.png” /> Attachment 1 Attachment 2 ATTACHMENT PREVIEW Download attachment Screen Shot 2019-07-03 at 6.55.05 PM.png Pre-Lab Questions 1. In this lab, you will be rotating a mass on one side of a string that is balanced by a second mass on the other end of the string (Figure 5}. Apply Newton‘s Second Law of Motion to mass 1, m1, and mass 2, mg, to solve for the period of mass 1. Hint: assume m1: 4M2. How is the centripetal force on m; related to the force of gravity on m2? Since the centripetal force on m;, is supplied by the gravitational force on
1. According to Ohm’s Law, if you have a simple
Question 1. According to Ohm’s Law, if you have a simple circuit (Figure 3), what happens to the voltage and current of the resistor as the resistance increases? 2. If a 100 Ω resistor is attached to a 5 V battery, how much current flows through the resistor?3. If a wire’s length is cut in half, what happens to the wire’s resistance?4. If a wire’s area is reduced by half, what happens to the wire’s resistance?5. If the diameter and length of a wire are split in half, what happens to the resistivity, ρ? ATTACHMENT PREVIEW Download attachment Capture.PNG
Una barra de 1kg y 50cm de longitud apoyada en
Question Una barra de 1kg y 50cm de longitud apoyada en el piso se deja caer desde su posición vertical. Calcular la aceleración angular para cualquier ángulo y su velocidad angular para 20°que hago?
Una escalera de 6m esta apoyada contra una pared vertical
Question Una escalera de 6m esta apoyada contra una pared vertical sin rozamiento. El mu estatico vale 0,4. Cual es la inclinación minima que debe tener la escalera para no deslizar?que hago?
If an object is traveling from Earth to the moon
Question If an object is traveling from Earth to the moon along the line connecting the center of Earth and the center of the moon, at what distance (in km) from the center of Earth will the net force on the object due to the gravitational attractions of Earth and the moon be zero?
Problem 12.6(a) Purpose: This Is A Short Exercise Involving Parallel Circuit Elements In
Problem 12.6(a) Purpose: This is a short exercise involving parallel circuit elements in an AC circuit. Problem with data for try #3: A 20.0 Ω resistor and a 2.50 μF capacitor are connected in parallel with signal generator. The signal generator produces a sinusoidal voltage with an amplitude 3.00 V at a frequency of 3640 Hz. What is the maximum current provided by the power supply? Defined symbols: R the resistance in Ω C the capacitance in μF E0 the maximum voltage of the signal generator in V f the frequency of the signal generator in Hz The answer is I0, the maximum current in mA Hints: The resistor and capacitor have the same voltage as the power supply because they are in parallel with the power supply. Draw a phasor diagram, being careful to keep the currents in the correct direction. Range of answers: 150 mA to 250 mA Enter your answer, then click on Submit. I0 = Problem 12.6(b) Purpose: This is a short exercise involving parallel circuit elements in an AC circuit. Problem with data for try #1: A 20.0 Ω resistor and a 2.50 μF capacitor are connected in parallel with signal generator. The signal generator produces a sinusoidal voltage with an amplitude 3.00 V at a frequency of 2180 Hz. What is the total impedance of the circuit? Defined symbols: R the resistance in Ω C the capacitance in μF E0 the maximum voltage of the signal generator in V f the frequency of the signal generator in Hz The answer is Z, the impedance in Ω Hints: If you know the maximum voltage and current, it is easy to find the impedance. Range of answers: 10.0 Ω to 20.0 Ω Enter your answer, then click on Submit. Z = Problem 12.6(c) Purpose: This is a short exercise involving parallel circuit elements in an AC circuit. Problem with data for try #1: A 20.0 Ω resistor and a 2.50 μF capacitor are connected in parallel with signal generator. The signal generator produces a sinusoidal voltage with an amplitude 3.00 V at a frequency of 2180 Hz. What is the average power dissipated in the resistor? Defined symbols: R the resistance in Ω C the capacitance in μF E0 the maximum voltage of the signal generator in V f the frequency of the signal generator in Hz The answer is P, power dissipated in W Hints: Consider the voltage across the resistor. Be careful about rms and maximum values of voltage and current. Range of answers: 0.100 W to 0.500 W Enter your answer, then click on Submit. P = Problem 12.7(a) Purpose: This is a problem involving series LRC circuits. While these circuits are not particularly difficult because we have standard formulas for them, they are the most important to remember. Problem with data for try #1: A series LRC circuit consists of 24.0 Ω reisitor, a 150 mH inductor and a 150 μF capacitor driven by 12.0 V (max), 1500 Hz power supply. What is the resonant frequency of this circuit? Defined symbols: R the resistance in Ω C the capacitance in μF L the inductance in mH E0 the maximum voltage of the signal generator in V f the frequency of the signal generator in Hz The answer is f0, the resonant frequency of the circuit in Hz Hints: Range of answers: 20 Hz to 50 Hz Enter your answer, then click on Submit. f0 = Problem 12.7(b) Purpose: This is a problem involving series LRC circuits. While these circuits are not particularly difficult because we have standard formulas for them, they are the most important to remember. Problem with data for try #1: A series LRC circuit consists of 24.0 Ω reisitor, a 150 mH inductor and a 150 μF capacitor driven by 12.0 V (max), 1500 Hz power supply. What is maximum current that flows when the circuit is driven at the resonant frequency (eith E0 still equal to 12.0 V)? Defined symbols: R the resistance in Ω C the capacitance in μF L the inductance in mH E0 the maximum voltage of the signal generator in V f the frequency of the signal generator in Hz The answer is I0R, the maximum current flowing at the resonant frequency in A Hints: Range of answers: 0.200 A to 1.25 A Enter your answer, then click on Submit. I0R = Problem 12.7(c) Purpose: This is a problem involving series LRC circuits. While these circuits are not particularly difficult because we have standard formulas for them, they are the most important to remember. Problem with data for try #1: A series LRC circuit consists of 24.0 Ω reisitor, a 150 mH inductor and a 150 μF capacitor driven by 12.0 V (max), 1500 Hz power supply. What is the impedance of the circuit? Defined symbols: R the resistance in Ω C the capacitance in μF L the inductance in mH E0 the maximum voltage of the signal generator in V f the frequency of the signal generator in Hz The answer is Z, the impedance in Ω Hints: Range of answers: 750 Ω to 2500 Ω Enter your answer, then click on Submit. Z = Ω Problem 12.7(d) Purpose: This is a problem involving series LRC circuits. While these circuits are not particularly difficult because we have standard formulas for them, they are the most important to remember. Problem with data for try #1: A series LRC circuit consists of 24.0 Ω reisitor, a 150 mH inductor and a 150 μF capacitor driven by 12.0 V (max), 1500 Hz power supply. What is the maximum current flowing through the circuit? Defined symbols: R the resistance in Ω C the capacitance in μF L the inductance in mH E0 the maximum voltage of the signal generator in V f the frequency of the signal generator in Hz The answer is I0, the maximum current in mA Hints: Range of answers: 4.00 mA to 13.0 mA Enter your answer, then click on Submit. I0 = mA Problem 12.7(e) Purpose: This is a problem involving series LRC circuits. While these circuits are not particularly difficult because we have standard formulas for them, they are the most important to remember. Problem with data for try #1: A series LRC circuit consists of 24.0 Ω reisitor, a 150 mH inductor and a 150 μF capacitor driven by 12.0 V (max), 1500 Hz power supply. What is the phase angle between the voltage and the current in the power supply/ (Enter a positive value if the voltage leads, a negative value if the current leads.) Defined symbols: R the resistance in Ω C the capacitance in μF L the inductance in mH E0 the maximum voltage of the signal generator in V f the frequency of the signal generator in Hz The answer is phi, the phase angle in degrees Hints: The arctangent function (atan or atan2) returns an angle in radians. Enter your answer, then click on Submit. phi = °
The period of a pendulum is 6.0 s in a
Question The period of a pendulum is 6.0 s in a stationary inertial frame of reference. What is its period when measured by an observer moving at a speed of 0.30c with respect to the inertial frame of reference?6.6 s6.3 s7.2 s5.7 s5.0 sAs measured from the Earth, a spacecraft is moving at speed 0.80c toward a second spacecraft moving at speed 0.60cback toward the first spacecraft. What is the speed of the first spacecraft as viewed from the second spacecraft?When a one-megaton nuclear bomb is exploded, approximately 4.0 × 1015 J of energy is released. How much mass would this represent in a mass-to-energy conversion? (c = 3.00 × 108 m/s)0.0444 kg3.60 kgA tuning fork has a frequency of 800 Hz and hence a period of 1.25 × 10−3 s. If the tuning fork is in an inertial frame of reference moving by the observer at speed of 0.690 c, what is the frequency of the fork as measured by the observer? (Assume that measurements are strictly by optical means and that the speed of sound waves in air is not pertinent here).579 Hz1 440 Hz445 Hz1 110 Hz419 Hz1.33 × 106 kg0.444 kg4.0 × 103 kg
A wall is built of two metals (stainless steel and
Question A wall is built of two metals (stainless steel and copper) that are in thermal contact with each other. If the temperature difference across both metals is 24.239 K and across the (2.889 cm thick) copper plate is 1.33 K, how thick is the steel plate?
COLLAPSEYou are new to the fire prevention division and have
Question COLLAPSEYou are new to the fire prevention division and have been tasked with conducting an inspection in a very large warehouse that has modern fire protection features such as sprinklers and fire detection systems that are monitored by an alarm company. What will you be concerned about, or what should you note about these systems during your inspection, and why?
COLLAPSEDo you believe that enough time is spent investigating fires
Get college assignment help at Smashing Essays Question COLLAPSEDo you believe that enough time is spent investigating fires in your community? Why, or why not? please be sure to list your area
A snow maker at a resort pumps 150 kg of
Question A snow maker at a resort pumps 150 kg of lake water per minute and sprays it into the air above a ski run. The water droplets freeze in the air and fall to the ground, forming a layer of snow. If all of the water pumped into the air turns to snow, and the snow cools to the ambient air temperature of -4.1°C, how much heat does the snow-making process release each minute? Assume the temperature of the lake water is 12.3°C, and use 2.00×103 J/(kg·C°) for the specific heat capacity of snow.
Integrated Concepts (a) Calculate the ratio of the highest to
Question Integrated Concepts (a) Calculate the ratio of the highest to lowest frequencies of electromagnetic waves the eye can see, given the range of visible light is from 380 go 760nm. (b) Compare this with the ratio of highest (20,000 Hz) to lowest (20 Hz) frequencies the ear can hear.
I have problem on solving (e) and (f). ATTACHMENT PREVIEW
Question I have problem on solving (e) and (f). ATTACHMENT PREVIEW Download attachment WeChat Image_20190801094529.png Figure 2: A series LCR circuit. 1. A series LCR circuit. We wish to analyze the circuit shown to the left. To this end we analyze the complex circuit shown to the right. (a) What is (i) Z1, (ii) Zg and (iii) Z3 in terms of L, QR and w? (b) Apply Kirchofi’s loop rule to the circuit to determine if the complex current amplitude. Give your answer in terms of 80, L, C, R and w. (c) What are the real and imaginary parts of L? (cl) One can write L = |L|ei¢ where |L| is the magnitude of L and gt is its phase. Determine |I| and QB in terms of 50, L, GR and w. (6) Sketch |f|2 as a function of m. For what value of w is |f|2 maximum? Give your answer in terms of L, C and R. (f) The actual current in the circuit is given by I = Re (I 8’“). Determine I. It is sufficient to give your answer in terms of |I|, 915, w and t.
Please help with solving the equation
Question Please help with solving the equation
A 4.6 Hz continuous wave travels on a Slinky. If
Question A 4.6 Hz continuous wave travels on a Slinky. If the wavelength is 0.57 m, what is the speed of waves on the Slinky (in m/s)
Explain why a pattern of bright and dark fringes is
Question Explain why a pattern of bright and dark fringes is visible on a screen when a light isshone through a double slit. (4 marks)b) Upon using Thomas Young’s double-slit experiment to obtain measurements, thefollowing data were obtained. Use these data to determine the wavelength of lightbeing used to create the interference pattern. Do this in three different ways.(6 marks)• The angle to the eighth maximum is 1.12Åã.• The distance from the slits to the screen is 302 cm.• The distance from the first minimum to the fifth minimum is 2.95 cm.• The distance between the slits is 0.00025 m.
A closed box is filled with dry ice at a
Question A closed box is filled with dry ice at a temperature of -87.6 oC, while the outside temperature is 29.2 oC. The box is cubical, measuring 0.258 m on a side, and the thickness of the walls is 3.51 × 10-2 m. In one day, 3.95 × 106 J of heat is conducted through the six walls. Find the thermal conductivity of the material from which the box is made.
Two pots are identical except that the flat bottom of
Question Two pots are identical except that the flat bottom of one is aluminum, whereas that of the other is copper. Water in these pots is boiling away at 100.0 ˚C at the same rate. The temperature of the heating element on which the aluminum bottom is sitting is 162 ˚C. Assume that heat enters the water only through the bottoms of the pots and find the temperature of the heating element on which the copper bottom rests.
A solid sphere has a temperature of 576 K. The
Question A solid sphere has a temperature of 576 K. The sphere is melted down and recast into a cube that has the same emissivity and emits the same radiant power as the sphere. What is the cube’s temperature in kelvins? ATTACHMENT PREVIEW Download attachment w1649int.gif
The drawing shows an ideal gas confined to a cylinder
Question The drawing shows an ideal gas confined to a cylinder by a massless piston that is attached to an ideal spring. Outside the cylinder is a vacuum. The cross-sectional area of the piston is A = 2.50 × 10-3 m2. The initial pressure, volume, and temperature of the gas are, respectively, P0, V0 = 6.00 × 10-4 m3 and T0 = 273 K, and the spring is initially stretched by an amount x0 = 0.090 m with respect to its unstrained length. The gas is heated, so that its final pressure, volume, and temperature are Pf, Vf and Tf and the spring is stretched by an amount xf = 0.12 m with respect to its unstrained length. What is the final temperature of the gas? ATTACHMENT PREVIEW Download attachment pict_14_26.gif
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