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Analyse the mechanism of the detection of particles correspond to the cloud chamber.
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- What are the different types of remote spectroscopy? List them all with a explanationWhat is The backscatter method? How does this method operates?The plot below shows ray paths and arrival times for P-wave seismic signalsrecorded at a geophone located 60m from a source.a. Using the plots below, what can you deduce about the relationshipbetween the velocities of each of the layers?b. Imagine you can extend the spread of geophone to some large offset. From your answer above, would you expect to see the refracted wave alonglayers as first arrival?
- Which of the following is least reasonable regarding the "water hole"? Group of answer choices It consists of frequencies which are greater than the frequencies of atmospheric emissions. It relates to the natural frequencies of vibration of hydroxyl (OH) and hydrogen (H), respectively. It occurs in that part of the electromagnetic spectrum where the galactic "noise" from stars and interstellar clouds is minimized. It is considered the "electromagnetic oasis" for interstellar communication. It corresponds to wavelengths in the 18-21 cm range.Millikan Oil Drop Lab 5. Use the zoomed in image to measure the radius of the droplet. Take note that the units on the scale are in nanometers (nm), 1 nm = 10-9 m. Record the droplet radius and the 'AV between plates' values in Data Table 1 below. You are viewing the drop that is in Equilibrium 6. Repeat this process for ten (10) more droplets that are at rest. It is Measure the radius of the drop recommended that this table be recreated in a spreadsheet utility like MS Excel or Google Sheets. The oil density is 900 kg/m^3 Data Table 1. Raw Data Calculate the Volume and Mass of the drop Droplet radius AV between Calculate the Fg on the drop Run plates" UNITS! Set Fe = Fg --- 600 500 400 300 200 100 100 200 300 400 500 600 The capacitor plates are 3.0 mm apart Droplet radius AV The AV between plates is 15.0 V Volume Mss Weight E-field Run between plates' V mg E Calculate the Electric Field between the plates. JNITS! Find the charge on the oil drop. 1 scale in nm Return to Main Data…You decide to go on an interstellar mission to explore some of the newly discovered extrasolar planets orbiting the star ROTOR. Your spacecraft arrives in the new system, in which there are five planets. ROTOR is identical to the Sun (in terms of its size, mass, age and composition). From your observations of these planets, you collect the following data: Density Average Distance from star (AU] Planet Mass Radius Albedo Temp. [C] Surf. Press. MOI Rotation [Earth = 1] (Earth = 1] [g/cm³] [Atm.] Period (Hours] Factor SIEVER EUGENIA 4.0 0.001 2.0 0.1 5.0 1.0 0.3 20 0.8 N/A 3.0 0.2 N/A 0.3 0.4 0.35 20 10 500 1000 5.0 4.0 0.5 0.8 0.4 0.7 -50 MARLENE CRILE 1.0 1.0 3.0 8.0 1,5 0.0 0.50 0.50 0.25 150 0.4 JANUS 100 12 0.1 10 -80 0.2 200 Figure 1: А Rotor 850 890 900 Wavelength (nm) A Sun В C 860 900 910 Wavelength (nm) 2414 a as
- Calculate the micrometeriod flux at 400 km altitude with a mass of 2 grams. Needs Complete solution with 100 % accuracy. don't use chat gpt or ai.college.com/course.html?courseld3D168765858&OpenVellumHMAC3Deca93c2c656be349bee6a952b986809b#10001 Problem 9.110 E Reading list 6 of 6 Astronomers estimate that a 2.0-km-wide asteroid collides with the Earth once every million years. The collision could pose a threat to life on Earth. Constants | Periodic Table Part A Assume a spherical asteroid has a mass of 3500 kg for each cubic meter of volume and moves toward the Earth at 15 km/s. How much destructive energy could be released when it embeds itself in the Earth? Express your answer using two significant figures. να Α ? Easteroid = Submit Request Answer Part B For comparison, a nuclear bomb could release about 4.0x1016 J. How many such bombs Pearson temView?assignmentProblemID=158457852&offset=Dnext 1:17 AM 46°F Clear 12/4/2021This is a challenging problem. Solve it on paper, writing out each step carefully. When doing calculations, do not round intermediate values. Note: If you have approached the problem in a principled way, do not abandon your approach if your numerical answer is not accepted; check your calculations! This problem is closely related to the spectacular impact of the comet Shoemaker-Levy with Jupiter in July 1994. (More information about the event can be found here.) A rock far outside a solar system similar to ours is initially moving very slowly relative to its sun, in the plane of the orbit of a large planet (about the size of Jupiter) around its sun. The rock falls toward the sun, but on its way to the sun it collides with the planet. The mass of the planet is 4 x 1027 kg, the mass of its sun is 3.2 x 1030 kg, the radius of the planet is 1.4 x 10® m, and the center-to-center distance from the planet to the sun is 9.2 x 1011 m. Part 1 (a) Calculate the rock's speed just before it…
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