Hello I need help with ALL of the questions as soon as possible, please and thank you answer are included please I need full solution for all of the questions.

a Force A (Uniform Field) Flash Gordon has a mass of 80 kg and is standing on the surface of a planet of mass 6.00 x 10* kg with a radius of 7000 km. Find g, Fg and a. B (Uniform Field) Barbarella places a 10 mg pithball (small ball made of Styrofoam) of charge 250 pC between two massive parallel places separated by 50 cm with a potential difference of 10 000 V. The force of gravity is negligible relative to the electric force. Find , Fe and a. C - (Uniform Field) Starbuck uses a 2 m long, air core MRI machine with 1 million turns and current 8 A . An electron at the center of the MRI is moving laterally across (90) at 100 m/s. Find B, Fm and a. D (Point Source Field) Commander Adama is initially at rest 12 760 km from the centre of the Earth and he falls towards the Earth which masses 5.98x10* kg. Find g, skip Fg and then find a. E (Point Source Field) Captain Archer has a mass of 100 kg and he wears a spacesuit with an electric charge of charge +1 mC and floats near a space station of charge 5 C. He is initially 100 m from the space. Find , Fe and a. F (Point Source Field) Commander Sinclair is on the Earth standing 10 m belowa 115 kV DC power line with 1000 A of current running North. Three 10 mg pithballs of charge ~250 pC if fired underneath and the power line at a speed of 1 000 m/s from Commander Sinclair\" position at I) [North], II) [North 30 East], III) [Northeast], IV) [East]. Find B, Fm and a. A) Captain Pike measures the gravitational field strength on the Moon's surface to be 1.6 N/kg where the mass of the Moon is 7.3477 = 10\" kg and its radius is 1 737 km. Mars has a mass of 6.4185x10* kg and a radius 1.95x% that of the Moon. Determine the gravitational field strength on the surface of planet Mars. B) Buck Rogers measures the gravitational field strength on the Earth's surface to be 9.8 N/kg. The mysterious planet X has twice the mass and triple the radius. Determine the gravitational field strength on the surface of planet X. C) Dr. Who measures the gravitational field strength on the Earth's surface to be 9.8 N/kg. The alien planet Vulcan has 10% more mass only 95% the Earth's radius. Determine the gravitational field strength on the surface of planet Vulcan. D) Lt. Ripley measures the electric field strength 1.5 m from a Van de Graaf generator to be 9 000 N/C. If the Van de Graaf charge is quadrupled and the stance is increased by 1 m then determine the new electric field strength. [ E) Ambassador Spock measures the electric field strength between two parallel plates to be + 100 N/C [Upwards]. If the voltage is tripled and the separation distance is doubled what will be the resultant electric field strength? | F) HAL the A.L., Data the Android and his twin Lore measure the magnetic field near a 1000 A power line to be 8 T. If the current is increased by 25% and the distance is doubled then what would the new magnetic field strength be? Motion /30 Y Force Fields & Centripetal A) Jake Sulley knows the Earth has a mass of 5.98 x 10* kg and its radius is 6380 km. The Sun has a mass of 1.99 x 10* kg and a radius of 696000 km. The Earth orbits the Sun with an average orbital radius of on astronomical unit (1.49 x 10'' m). Determine period and the orbital speed of the Earth's orbit about the Sun. Round to the period to 2 decimals in days and the speed to the nearest Mach number. B) Captain Kirk wishes to determine the speed and frequency of an electron orbitting inside a hydrogen atom using the Bohr-Rutherford model of the atom. The masses of a proton and electron are 1.67 x 10 kg and 9.11 = 10-*' kg respectively. They also have electrical charges of +1 and 1 respectively where is @ the elementary charge is 1.6 x 10" C. The average orbital radius of the electron in the first orbital shell is 5.3 x 107" m. C) Captain Sisko observes an electron circling in a smoke box at the surface of the Earth where the magnetic field is 45 pT [Up]. The electron's centripetal motion has a radius of 10 em. Determine speed of the electron and covert the answer in to Mach or (ex. Mach 10 where Mach 1 = 341 m/s, or 0.10 where c is the speed of light). A Parallel Plates /20 A) Captain Picard observes a proton zoom through some parallel plates of voltage 10 V, 1 cm apart and 5 cm long. The proton entered at a 0 angle exactly half-way between the two plates with an initial velocity of 1 000 m/s. Determine if the proton exits the plates or impacts the negative plate. Then determine the exit velocity or impact velocity. B) Captain Burnham observes an electron zoom through some parallel plates of voltage 6 V, 1 mm apart and 1 cm long. The electron entered at a 0 angle exactly half-way between the two plates with an initial velocity of 100 000 m/s. Determine if the electron exits the plates or impacts the postive plate. Then determine the exit velocity or impact velocity. C) Captain Lorca builds a parallel plates particle accelerator to accelerate a proton using 120 V and a plate separation distance of 1 cm. If the proton enters the plates at | m/s then find the final exit velocity. Solve using force or using conservation of energy or do both solutions if you like. D) Captain Decker builds velocity selector using parallel plates of voltage 24 V, plate separation distance of 4 cm and an electro-magnet. What magnetic force-field strength is needed for ions moving at 40 000 m/s to pass through undeflected? E) Doctor Robinson observes a Lithium-6 ion of charge +3 and mass 6 amu zoom through some parallel plates of voltage 100 V, 10 cm apart and 1 m long. The Li-6 ion entered at a 0 angle and exited at a 45 angle. Determine the initial and final speeds of the Li-6 ion. (Extra Credit) F) Captain Sheridan observes an electron pass thru some parallel plates un-deflected with a constant velocity of 100 m/s [Fwd]. The parallel plates have a voltage of 120 V and a separation distance of 10 cm. Determine the magnet field present to counter the effects of the electric field. (Extra Credit) A) Colonel O"Neil has a mass of 80 kg and leaves a space station orbiting the Earth at an altitude of 250 km. He takes a shuttlecraft to an altitude of 1250 km. He uses the formula AU 5= mgAh to determine his body's change in gravitational potential energy. Later he realizes he should have used ~ GMm ) ( ~ GMm h the formula AUg = [ ] Calculate his relative percentage error. r, . B) Colonel Sheppard has a mass of 80 kg and wears a charged suit of +1 C and he 1s initially at rest and 100 m from a starship of charge 10 C. He floats towards the space station until he is 10 m distant, then he fires his thrusters. Calculate his change in electric potential encrgy using the formula AUe = thf ] qu " " ). Escape \\'eocit /30 A) wishes to launch a 1.0 kg projectile into space from the surface of the Moon with an electromagnetic rail gun (similar to a cannon). Determine the escape velocity needed if he does not want the projectile to fall back down to the surface of the Moon (this time what goes up will not come down). See p - A) for Moon data. Duestions /20 A) Dr. Weir orbits the Earth in a 100 tonne space ship at an altitude of nine Earth radii. Determine the B) Dr. Aki Ross is on the planet Orion Prime which has a mass of 10* kg and radius 5 000 km. He arranges some parallel plates parallel to the surface of the planet in order to accelerate a proton upwards to escape velocity (Ignore drag). There is a tiny hole centered on the top place. The plates are 25 cm apart. Determine the voltage used for this act of technical genius. C) Captain Janeway orbits her starship near a giant black hole. The singularity has a mass 1 000 times greater than the Sun for a total mass of 2 x 10** kg. Determine the radius of the event horizon where the escape velocity is the speed of light *\". binding energy of the space ship. Determine the speed needed to escape the Earth's gravity well show that it is root two times the orbital speed. B) Captain Carter observes an electron orbiting a proton. Use the orbital data from question y B). Obviously we can ignore gravity. Determine the binding energy of the electron and the escape velocity needed to escape the proton's electric force field. C) Captain Taylor observes a 100 tonne UFO of charge +500 C orbiting a small moon of mass 10*' kg, radius 1000 km and unknown charge (probably positive). Determine the charge if the binding energy of the UFO is negative one GigaJoule with an orbital radius of 1100 km. Then determine the orbital velocity and the escape velocity too! A) Seven of Nine is aboard a starship observing a distant black hole directly below the center of the starship. The blackhole has a mass 10* kg, an electric charge of +10 C and a magnetic field strength 10 T [Right]. The starship has a mass of 100 tonnes and a charge of -10* C and a velocity of 100 km/s forward. Determine the instant acceleration of the starship if it is 1 million km from the black hole. Convert the answer to *g's' ex. 10 g's. Thankfully she has inertial dampers!!! ) B) The omnipotent Q flies forward near a blackhole of mass 10** kg and charge of 12 kC charge. Q is 10 km directly above the centre of the blackhole singularity and there is a magnetic field of 1000 T [Left] at Q's position. Q has a charge of + 12 kC and mass of 100 kg and for an instant he experiences centripetal motion. Determine his instantaneous velocity. = Major To;is in a 10 tonne space shuttle of charge +1 C moving at 1 km/s [N]. His ship passes through the planet Magnetica's uniform magnetic field of 0.1 T [Fwd 45 U]. Determine the radius of his spiralling motion. - o Lagrange Points First Officer Una is interested in Lagrange Points. The moon is 384 400 km from the Earth. The moon ] has a mass of 7.3477 x 10** kg and the Earth has a mass of 5.9736 x 10* kg. Where could you place a satellite between the two celestial objects so that it would have an instantaneous acceleration of zero. Therefore the two gravitational forces balance out. This is sort of: \"The Lagrangian points; also Lagrange points, L-points, or libration points) are the five positions in an orbital configuration where a small object affected only by gravity can theoretically be stationary relative to two larger objects (such as a satellite with respect to the Earth and Moon). The Lagrange points mark positions where the combined gravitational pull of the two large masses provides precisely the centripetal force required to rotate with them.\" http://en wikipedia.org/wiki/Lagrangian_point#. *** DAY SCHOOL Score = floor to 1 decimal (V ( X/ 200)) x 100% - NIGHT SCHOOL use 180, not 200 ex. (V (180 / 200)) x 100 % = (V (0.90)) x 100 % = 0.949 x 100 % = 94.9% Assignment Answers a - A) 8.17 N/kg or m/s2 &-A) +784 MJ vs +631 MJ for a difference of 153 MJ and a a - B) 20 000 N/C, 500 000 m/s2 %error of +24% a - C) somewhere between 1 and 10 T E -B) +8.1 GJ a - D) 2.45 N/kg or m /s2 a - E) 4 500 000 N/C, 45 m/s2 2. - A) 2376 m/s or Mach 7 a - F) a couple of answers are 0 m/s?, another is 0.3536 m/s? 2.-B) 5165 m/s, 0.139 V 2. - C) 2 964 km B-A) 3.68 N/kg B -B) 2.18 N/kg 0-A) -313 GJ, 2502 m/s B-C) 11.94 N/kg 0-B) -2.17 x 10-18 J, 2 180 000 m/'s or 0.007 c B -D) 12 960 N/C 0-C) +993.3 C B - E) 150 N/C B- F) 5T u - A) 1.17 x 103 g's or 1.02 x 1013 g's u - B) no answer yet y - A) 29 850 m/s or Mach 88 y - B) 2 184 000 m/'s or 0.73% of c 7 - 141 421 km y - C) 790 340 m/s or Mach 2318 -Extra - Possibly end up with 6 or A - A) 50 us vs 0.323 us, 30 969 m's [fwd 88.10 up] M Earth A -B) no answer yet M Earth 2d yoonToFarth It A -C) no answer yet M Moon M Moon M Moon A -D) no answer yet A -E) 69 200 m/s [fwd] and 97 900 m/s [fwd 45% up] A-D) 12 T