If gravitational constant is decreasing with time, what will remain unchanged in case of a satellite orbiting around the earth? a) Time period b) Orbiting radius c) Areal velocity d) Angular velocity
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If gravitational constant is decreasing with time, what will remain unchanged in case of a satellite orbiting around the earth?
a) Time period
b) Orbiting radius
c) Areal velocity
d)
Step by step
Solved in 2 steps
- If the density of the planet is doubled without any change in its radius, how does g change on the planet? a) It remains the same b) It is tripled c) It reduces d) It is doubledMass, m Radius, r Centripetal Force Circumference Speed Centripetal Force (N) (kg) (m) (N) (m) (m/s) (Measured) (Calculated) 3,0 3.036 3,5 a 4.092 4,0 5.322 0,034 0,1 0,628 m 4,5 b 6.837 5,0 8.575 5,5 10.363 6,0 12.165 Seçiniz... 6.875 Refer to Table 3 above please match a, b and answers. 4.155 10.295 10.285 What is the numerical correspondence of "b"? 6.885 What is the numerical correspondence of "a"? 4.165 What is the numerical correspondence of "c"? Seçiniz... +orbit of Jupiter orbit of Earth Hohmann ellipse NASA would send a satellite to the planet Jupiter. To use the least fuel, the satellite would travel on a "Hohmann ellipse" with perihelion at TE and aphelion at rj - as shown in the figure; the semimajor axis is a=(re+rJ)/2. How many days would it take the satellite to travel from Earth to Jupiter? DATA: TE = 1 AU ; rj = 5.2 AU ; The astronomical unit (AU) is a unit of length relevant to the Solar System. 1 AU = the mean distance from the sun to Earth. 1 AU = 1.496 × 10¹¹ meters. {time to go from Earth to Jupiter =} (in day) A: 996.8 OB: 1445.3 OC: 2095.7 OD: 3038.8 OE: 4406.3 OF: 6389.1 OG: 9264.3 OH: 13433.2
- the average distance from the earth to the moon is 3.8 X 108 m, if the moon takes 27 days to orbit the earth and the mass of the moon is 7.4 x 1022kg a) How many seconds does it take for the moon to orbit the earth b) what is the distance the moon travels in one revolution c) what is the moon's average velocityCompared to the strength of Earth's gravity at its surface r=R E the radius of the Earth, how much weaker gravity at a distance of R=r eThe value of acceleration due to gravity (g) at a distance of 2R from the surface of earth, where R is the radius of earth is ______. A) g/3 B) g/4 C) g/9 D) g/2
- d) Determine the acceleration the satellite must feel as a function of distance and TS. e) Find the distance the satellite must be away from the center of the Earth in order to maintain this orbit (hint: parts a and d will help you) f) Find the angular momentum the satellite should have if its mass is 100kg. Explain through conservation laws why you know the angular momentum should be a constant.Please solve itA point mass m is placed inside a spherical shell of radius R and mass M at a distance R/2 from the centre of the shell. The gravitational force exerted by the shell on the point mass is ___________ a) GMm/R2 b) GMm/R c) Zero d) 4GMm/R2
- Asteroid okw photogrphed by terid eporer "HAYABUSA The European Space Agency puts a satellite into orbit around an asteroid. The orbital period is 44:36:41 when the satellite's orbital diameter is 1.8 x 10² km. What is the mass of the asteroid? Express your answer in Metric Giga Tons to 3 significant figures. Each Metric Ton = 1,000 kg %3D Giga = 10°A satellite moving around the Earth is very close to the surface of Earth. Calculate the period of the satelliteIf the kinetic energy of the satellite revolving in an orbit close to the earth’s surface happens to be doubled, what happens to the satellite? a) It revolves faster b) It revolves slower c) It remains unaltered d) It escapes