For the following questions, use the data found in Appendix D.Calculate the mass (in kg) of the Sun based on data for Jupiter's orbit. (Use G = 6.67 × 10-1" N• m²/kg2 in your calculations. Round your answer to at least four significantfigures.)1.57715E30X kgCompare the above calculated value with the Sun's actual mass. (Round your answer to at least three decimal places.)m calculated.7929m'actual APPENDIX D |ASTRONOMICAL DATAEccentricityof OrbitCelestialMean Distancefrom Sun (millionkm)Period of RevolutionPeriod ofObject(d = days) (y = years)Rotation atEquatorSun27 dMercury57.988 d59 d0.206Venus108.2224.7 d243 d0.007Earth149.6365.26 d23 h 56 min 4 s0.017Mars227.9687 d24 h 37 min 23 s0.093Jupiter778.411.9 y9h 50 min 30 s0.048Saturn1426.729.5 610 h 14 min0.054Uranus2871.084.0 y17 h 14 min0.047Neptune4498.3164.8 y16 h0.009Earth's149.6 (0.386 fromEarth)27.3 d27.3 d0.055МoonEquatorial Diameter(km)CelestialMass (Earth = 1)Density (g/cm3)ObjectSun1,392,000333,000.001.4Mercury48790.065.4Venus12,1040.825.2Earth12,7561.005.5Mars67940.113.9Jupiter142,984317.831.3Saturn120,53695.160.7Uranus51,11814.541.3Neptune49,52817.151.6Earth's34760.013.3MoonTable D1 Astronomical DataOther Data:Mass of Earth: 5.97 x 1024 kgMass of the Moon: 7.36 x 1022 kgMass of the Sun: 1.99 x 1030kg

Given data: Mean distance of Jupiter form Sun r=778.4×106 km. Period of revolution t=11.9 years.…

Answered: Calculate the mass (in kg) of the Sun…

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