Given:
the speed of the earth is

mass of the earth is

Required:
momentum of the earth needs to be calculated.
Step-by-step explanation:
To calculate the momentum of the earth we will use momentum formula that is given as

here P is momentum, m is the mass of the earth and v is the velocity of the earth.
plugging all the values in the above relation. we get,

Thus, the momentum of the earth is
