Q3. Given the models to estimate the earth and atmosphere temperature, determine thetemperature on the surface of an imaginary planet and its atmosphere, given this imaginary planet isexact same size as the earth and has exact same atmosphere as earth, but is a) 125 million km awayfrom the sun, and b) 175 million km away from sun. All 6 model input parameters remain the same asthe models used for earth and atmosphere.

It implies we'll simplify matters by ignoring the influence of the atmosphere and seas on world…

Answered: Q3. Given the models to estimate the…

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2. An aluminum pot is left outdoors in the hot sun. As the pot’s temperature increases, which of the following statements about the inner and outer circumferences of the pot is true? A. Both the outer and the inner circumferences will increase. B. The outer circumference will increase, but the inner circumference will not change. C. The outer circumference will increase, but the inner circumference will decrease. D. The outer circumference will not change, but the inner circumference will decrease.
HW1. Due: 02/08/2024. 1. The density of dry air at p = 1.0 bar and T =300 K is 1.161 kg/m³. Assuming it consists entirely of N₂ and O₂ and using the ideal gas law, determine the amount of each gas in moles in a volume of 1 m³ and their mole fractions. 2. (a) Calculate the amount of gas in moles per cubic meter of atmosphere at p = 1 atm and T = 298 K using the ideal gas equation. (b) The atmospheric content of CO₂ is about 360 ppmv (parts per million by volume). Assuming a pressure of 1.00 atm, estimate the amount of CO₂ in a 10.0 km layer of the atmosphere at the surface of the earth. The radius of the earth is 6370 km. (The actual amount of CO₂ in the atmosphere is about 6.0 x 1015 mol.) 3. The van der Waals parameter b is a measure of the volume excluded due to the finite size of the molecules. Estimate the size of a single molecule from the data given below. STATES OF MATTER AND THE VAN DER WAALS EQUATION Table 1.1 Van der Waals constants a and b and critical constants T.. p, and V…
4. Wind chill describes the additional cooling that occurs when skin is exposed to wind. The equation is W(v)=-0.17v³+18.4v²-584v-239 for 0 ≤ v ≤ 45, where v is the wind speed in metres per second. The units for W are megajoules per square metres per hour. Determine the speed of the wind that gives a minimum wind-chill factor.
TH2: Gas A is at a temperature of 15 degrees Celsius while Gas B is at a temperature of 30 degrees Celsius. If there are three times as many particles of Gas A than B, A. how do their temperatures compare? (find the ratio of T_b /T_a) B. how do their kinetic energies compare? (find the ratio of K_b /K_a ) C. how do their thermal energies compare? (find the ratio of E_b /E_a)
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Describe the difference between temperature and thermal energy. As a part of your explanation, write down a situation where an object has high temperature but low thermal energy, and a situation where an object has high thermal energy and low temperature.
Instructions: Back up your claims with scientific laws, postulates or theories. Answer in 2-5 sentences only EXPLAIN WHY THIS STATEMENT IS FALSE: The collisions between air molecules use up energy and eventually make a room cooler.