Find ratio of earth-s translational ke to rotational ke
Find the ratio of the Earth's translational K.E to its (daily) rotational K.E. Assume the orbit about the sun is circular with a radius of 93 million miles and that the earth is uniform sphere of radius 4000 mi.
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A uniformly charged thin rod is L meters long. The total charge on it is Q coulombs. It's placed along the positive Y axis, with one end at the origin. Find an expression for the electric field at the point (x, 0).
How much would $1,000,000 due in 100 years be worth todayif the discount rate was 5%? if the discount rate was 10%. Discuss how and whythe results are different at the different interest rates.
The emission at wavelength 501.5 nm creates a first-order bright fringe 21.90cm from the central maximum. What is the wavelength of the bright fringe that is 31.60cm from the central maximum?
You would like to have enough money saved to receive a growing annuity for 20 years, growing at a rate of 5% per year, with the first payment of 50,000 occurring exactly one year after retirement.
Find the ratio of the Earth's translational K.E to its (daily) rotational K.E. Assume the orbit about the sun is circular with a radius of 93 million miles.
Consider an electron with an initial speed v0 = 29 Mm/s (1 Mm = 1 megameter = 1000 km = 1E6 m) that is traveling parallel to an electric field (v0||E) of magnitude E = 7.1 kN/C (1 kN = 1 kilonewton = 1E3 N). How long will it take (what duration T,
What are the reaction forces of a pendulum at the pivot point at angles 0, 45, and 90 from the horizontal. The pendulum consists of a rod (length=4m and mass= 11kg).
How many excess electrons must the water droplet have in order for the electric field to suspend it against gravity? ("Excess" electrons are those beyond the number needed for the droplet to be charge neutral.)
Discuss whether it would be advisable to hot work or cold work the following metals and alloys on the basis of melting temperature, oxidation resistance, yield strength.
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