Asked by kiki
Earth has a radius of about 12,500 km. If the volume of the earth were to remain the same, but the shape of the earth was a cube, what would be the approximate length of one side of the cube?
A.)12,500 km B.)15,240 km
C.)20,150 km
A.)12,500 km B.)15,240 km
C.)20,150 km
Answers
Answered by
Reiny
volume of earth =(4/3)π (12500)^3 = appr.8.18123*10^12 km^3 (I stored answer in my calculator's memory)
x^3 = 1.18123 * 10^12
x = cube root(1.18123*10^3)= 20150 km
x^3 = 1.18123 * 10^12
x = cube root(1.18123*10^3)= 20150 km
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