Assume that earth is a spherical planet of uniform density rho, radius R_(e), Mass m_(e) and acceleration due to gravity g. Then the gravitational constant G can be written as (3g)/(4pi rho R_(e))(b) (gR_(e)^(2))/(M_(e)) (c ) (3g)/(4pi rho R_(e)^(2)) (d) (12g)/(4pi rho R_(e))

Assume that earth is a spherical planet of uniform density rho, radius

1.	Assume that earth is a spherical planet of uniform density rho, radius R_(e), Mass m_(e) and acceleration due to gravity g. Then the gravitational constant G can be written as (3g)/(4pi rho R_(e))(b) (gR_(e)^(2))/(M_(e)) (c ) (3g)/(4pi rho R_(e)^(2)) (d) (12g)/(4pi rho R_(e))
Answer» only a & B are TRUE only b & C are true only a, b & d are true only a & d are true ANSWER :A