Based on kepler's third law, what is the distance from the sun to jupiter? round the answer to four significant figures.

5.2011 AU

Explanation:

According to the Kepler's Third law

a³ = T²

Here,

a is the distance between the sun and the Jupiter in astronomical units (AU)

and

T is the orbiting period of Jupiter around the sun in years

also,

T = 11.8618 years

Therefore,

The above relation comes as;

a³ = 11.8618²

or

a³ = 140.70

or

a = 5.2011 AU

Hence,

the distance from the Sun to Jupiter is 5.2011 AU

the following sets of characteristics describe what we know about the outer plants is c. rocky surface, closet to the sun and larger in size