How hot is mars and how big is it and what colour is mars and is it near the earth or the moon and does it have alien on it and does it have nature on it and does it have humans on it
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Yeah its possible to take a look at mars as you can see earth through Google Earth.You can also see the mountains and plain on Mars. To do so follow click on following link:
Mars in 2nd
(Will defend your self values and opinions) depends on if Mars is in a masculine or feminine zodiac sign
(Mars is the actions you take and feminine Mars can act passive-aggressive; think think think and act later. Feminine Mars can function in a re-act way with more hestistation.
•Mars represents "brothers" ... can take strong action to accumulate money or waste money impulsively (depends again is Mars is in a Fire/Air or Earth/Water zodiac sign)
Also depends on Mars special aspects (only Vedic astrology uses these special aspects of 4, 7, 8 th places from the 2nd House; meaning Houses 5 and 8 and 9th House from 2nd House) Mars will effect creative nature- and letting go of attachments with other people & seeking self truth and strive for higher learning & higher purpose-higher meaning in life or higher education- even short term travel or travel for work) generally speaking
The moon would be almost invisible to us if it wasn't illuminated by the sun. When the moon is full the sun isn't impeded by any shadow cast by the Earth. At other times the Earth casts a shadow across the moon starting at one edge and advancing until it is dark and then the shadow retreats until the moon is again full.
You will be lighter on the moon than on earth because the gravitational pull is different on the moon than on earth. That gravitational pull difference will make the weight different. A 100 lb person will weigh about 16 lbs on the moon.
The moon is larger than moons of other planets and helps slow the earth to have 24 hours days that we know. It gives us the tides. It protects earth from asteroids or other dangers
Let g_e the acceleration of gravity at the surface of the Earth, M_e the mass of the Earth, and R_e the radius of the Earth For Mars, we have g_m, M_m, and R_m. g_e=G*M_e/(R_e)^2 g_m=G*M_m/(R_m)2 g_m/g_e=(M_m/M_e)*(R_e/R_m)^2=(0.11)(1/0.53)^2=0.11/(0.53)^2 g_m=0.11*g_e/(0.53)^2
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