{6^ -1 + ( 3/2 ) ^ -1 }^ -1
a)2/3
b)5/6
c)6/5
d)none of these
Answers
Answer:
Given that,
Given that,Mass of earth = M
Given that,Mass of earth = MGravitational force constant = G
Given that,Mass of earth = MGravitational force constant = GAcceleration due to gravity = g
Given that,Mass of earth = MGravitational force constant = GAcceleration due to gravity = gRadius of earth = R
Given that,Mass of earth = MGravitational force constant = GAcceleration due to gravity = gRadius of earth = RNow, from Newton’s law of gravitation
Given that,Mass of earth = MGravitational force constant = GAcceleration due to gravity = gRadius of earth = RNow, from Newton’s law of gravitation F=RE2GmM
Given that,Mass of earth = MGravitational force constant = GAcceleration due to gravity = gRadius of earth = RNow, from Newton’s law of gravitation F=RE2GmM mg=RE2GmM
Given that,Mass of earth = MGravitational force constant = GAcceleration due to gravity = gRadius of earth = RNow, from Newton’s law of gravitation F=RE2GmM mg=RE2GmM M=GgRE2
Given that,Mass of earth = MGravitational force constant = GAcceleration due to gravity = gRadius of earth = RNow, from Newton’s law of gravitation F=RE2GmM mg=RE2GmM M=GgRE2Hence, the mass of the earth by using the formula is GgRE2
Step-by-step explanation:
none of these is my answer