Need Help? Solution to Coin on a Bench Problem

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To solve the problem of a coin projected at 6 m/s on a bench with a friction coefficient of 0.7, the frictional force acting on the coin must be calculated first. The frictional force is determined by multiplying the coefficient of friction by the normal force, which equals the weight of the coin. This force will decelerate the coin over time, allowing the calculation of its speed after 0.3 seconds using the equation for motion under constant acceleration. After applying these principles, the final speed of the coin can be determined. This approach provides a clear pathway to finding the solution to the problem.
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Completely lost on this question, would be brilliant if someone could offer a solution. Thank you

A coin is projected with a speed of 6m/s along the horizontal surface of a bench. The coefficient of friction between the bench and the coin is 0.7. Modelling the coin as a particle and assuming no air resistance, find the speed of the coin after 0.3 seconds
 
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