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We already know that the distance of all the planets are generally calculated by keeping the Sun as the main location point. The distances of all the planets from the Sun in scientific notation and exponential form- Mercury- 57 million kilometers. Scientific notation- 5.7* 10^7 \\ "km" Venus- 108 million kilometers. Scientific notation- 1.08 * 10^8 \\ "km" Earth- 150 million kilometers ...
Question: Venus has a period of revolution of 225 Earth days. Find the distance between the Sun and Venus as a multiple of Earth’s average distance from the Sun. Enter the distance between the Sun and Venus (expressed as a multiple of the Earth's average distance from the Sun) with three significant figures.
Average distance from Sun to Venus is 108.2 million kilometers. so divide this by speed of light 300,000 KM.sec. 108200,000/300,000= 360.6 seconds or 6.0 minutes.
Question: Show me the steps to solve 4) Calculate the gravitational force of the sun on Venus if the distance between these two celestialbodies is approximately 67.6 million miles (assume this measurement is center to center). The mass ofthe sun is 1.99 x 1030 kg and the mass of Venus is 4.87 x 1024 kg.
The planet Venus has an orbital period of 224.7 days, and its nearest distance (perihelion distance) from the Sun is 0.7184 AU {where 1 AU = 1 Astronomical Unit = 1.496 times 10^11 m}. The mass of Venus is 4.867 times 10^24 kg and the mass of the Sun is 1.988 times 10^30 kg.
In light second (ls) unit, Venus distance from the Sun is 361. Earth is at 499. The distance of Venus from Earth varies from 4.4 E-06 light years (ly), at conjunction, and 2.7 E-05 ly, at opposition.. Data used:for the approximations: Venus-Sun distance = 1.082 E+08 km, Earth=Sun distance = 1.496 E+08 km. Light second (distance traveled by light in 1 s) =2.998 E+05 km. 1 y = 365.256 x 24 X ...
Venus orbits the sun at a distance of 0.723 AU. How long does Venus take to orbit the sun once? 1.63 years ...
The elongation α of a planet is the angle formed by the planet, earth, and sun (see the figure). It is known that the distance d from the sun to Venus is 0.723 AU. At a certain time the elongation of Venus is found to be 32.4°. Find the possible distances from the earth to Venus at that time in astronomical units (AU).
16. The distance from the Sun to Venus is approximately 108200000 km. Assuming Venus has a circular* orbit around the Sun, find the distance Venus travels in orbiting the Sun through an angle of 3.34 radians. *Be it noted that the planets orbiting the Sun actually have elliptical orbits, not circular. For this problem, assume a circular orbit.
The masses of the Sun and Venus are 1.99 *1030 kg and 4.83 *10^24 kg, respectively. The Sun Venus distance is 1.08 3 108 km. Determine the centripetal acceleration of Venus.(5K) Show transcribed image text