Given:
The mass of the package is

The coefficient of friction is

The constant speed is,

The acceleration due to gravity is,

To find:
How much collective force do they have to use to push the package across the living room at a constant speed
Step-by-step explanation:
The package is moving at a constant speed means the package is under equilibrium of forces. The applied force should be equal to the frictional force on the package.
The frictional force on the package is,

The applied force should be 773.8 N.