Answer:
the initial speed of the object is 6.26 m/s
Step-by-step explanation:
given information:
distance, s = 10 m
the coefficient of kinetic friction, μ = 0.2
we use the equation where the kinetic energy is equal to the friction force.
kinetic energy, KE =

friction work, W = F(friction) s
KE = W
= F(friction) s
where, F(friction) = μ N, N is normal force (N = m g)
= μ m g
so,
= μ m g s
= μ g s
= 2 μ g s
= 2 (0.2) (9.8) (10)
= 39.2
hence,
v =

= 6.26 m/s