Asked by Jessica
Earth orbits the sun at an average distance of about 150 million kilometres every 365.2564 mean solar days, or one sidereal year. What is the linear velocity of th3 Earth in kilometres per hour?
Answers
Answered by
Damon
R = 1.50* 10^8 km
circumference= 2 pi*1.50*10^8 = 9.42*10^8 km
T =365.2564 * 24 = 8766 hours = 8.766*10^3
so
v = C/T = (9.42/8.766)10^5 = 1.075*10^5
= 107,500 km/hr
circumference= 2 pi*1.50*10^8 = 9.42*10^8 km
T =365.2564 * 24 = 8766 hours = 8.766*10^3
so
v = C/T = (9.42/8.766)10^5 = 1.075*10^5
= 107,500 km/hr
Answered by
bobpursley
what is w*radius?
w=PI*2*r/365 days
convert days to hours (365*24)
w=PI*2*r/365 days
convert days to hours (365*24)
Answered by
Jessica
Damon, why did you find the circumference when we already have the distance?
Answered by
Damon
The velocity is perpendicular to the radius. It is tangent to the circle which is 2 pi R around.
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