Now assume that a satellite of mass m is orbiting the earth at a distance r from the center of the earth with speed ve. an identical satellite is orbiting the moon at the same distance with a speed vm. how does the time tm it takes the satellite circling the moon to make one revolution compare to the time te it takes the satellite orbiting the earth to make one revolution?

The answer is Tm= 2.pi.r / Vm and Tm is greater than Te.

Explanation:

V = Sqrt (GM/r)

Vm = sqrt (Gme/r)

The time taken by satellite,

Te = 2. pi. r / Ve

Tm = 2 . pi. r / Vm.

Hence, Tm is greater.

it is very hard for the climatologists to precisely predict how will the global temperatures be changing so there's lots of models, some of which differ significantly, this is due to multiple factors, and probably the most important is the human activity.

humans have been a key factor in climate change around the globe since the start of the industrial revolution, and in the past few decades the consequences are becoming more obvious. there's lots of emission of pollutants in the atmosphere as well as changing the environment on the surface itself, so it's really hard to predict how will that go in the future because there's some countries that are reducing the damage and are going towards green energy, while others are stubbornly continuing with pollution and damages to the environment.