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The table shows some information about eight planets. Planet & Distance from Earth (mathbf(k m)) & Mass (mathbf(k g)) Earth & 0 & 5.97 times 10^24 Jupiter & 6.29 times 10^8 & 1.898 times 10^27 Mars & 7.83 times 10^7 & 6.42 times 10^23 Mercury & 9.17 times 10^7 & 3.302 times 10^23 Neptune & 4.35 times 10^9 & 1.024 times 10^26 Saturn & 1.28 times 10^9 & 5.68 times 10^26 Uranus & 2.72 times 10^9 & 8.683 times 10^25 Venus & 4.14 times 10^7 & 4.869 times 10^24 Find the difference between the mass of

Question

The table shows some information about eight planets.

 Planet & Distance from Earth (mathbf(k m)) & Mass (mathbf(k g)) 
 Earth & 0 & 5.97 times 10^24 
 Jupiter & 6.29 times 10^8 & 1.898 times 10^27 
 Mars & 7.83 times 10^7 & 6.42 times 10^23 
 Mercury & 9.17 times 10^7 & 3.302 times 10^23 
 Neptune & 4.35 times 10^9 & 1.024 times 10^26 
 Saturn & 1.28 times 10^9 & 5.68 times 10^26 
 Uranus & 2.72 times 10^9 & 8.683 times 10^25 
 Venus & 4.14 times 10^7 & 4.869 times 10^24 


Find the difference between the mass of

The table shows some information about eight planets. Planet & Distance from Earth (mathbf(k m)) & Mass (mathbf(k g)) Earth & 0 & 5.97 times 10^24 Jupiter & 6.29 times 10^8 & 1.898 times 10^27 Mars & 7.83 times 10^7 & 6.42 times 10^23 Mercury & 9.17 times 10^7 & 3.302 times 10^23 Neptune & 4.35 times 10^9 & 1.024 times 10^26 Saturn & 1.28 times 10^9 & 5.68 times 10^26 Uranus & 2.72 times 10^9 & 8.683 times 10^25 Venus & 4.14 times 10^7 & 4.869 times 10^24 Find the difference between the mass of

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LoganElite · Tutor for 8 years

Answer

1.567 x 10^24 kg

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<br />According to the table, the mass of Venus is 4.869 x 10^24 kg and the mass of Mercury is 3.302 x 10^24 kg. The difference in the masses of Venus and Mercury is found by subtracting the mass of Mercury from that of Venus. <br /><br />The calculation is as follows: <br /><br />mass_Venus - mass_Mercury = 4.869 x 10^24 kg - 3.302 x 10^24 kg = 1.567 x 10^24 kg <br /><br />So, the difference between the mass of Venus and the mass of Mercury is 1.567 x 10^24 kg.
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