**Problem Statement:**Find the velocity of the block once the spring reaches its equilibrium point (delta = 0) in terms of the coefficient of kinetic friction, the mass, the spring constant, delta, gravitational acceleration, and the angle. Then find the length, \( L \), it will reach before starting to fall.**Diagram Explanation:**The diagram illustrates a block on an inclined plane connected to a spring. Key features include:- **Inclined Plane:** The angle of inclination is denoted as \(\theta\).- **Block:** Positioned on the plane, subjected to forces including gravity.- **Spring:** Attached at one end, exerting force when compressed or extended.- **Length \( L \):** Marks the maximum distance the block travels up the incline before reversing direction.This setup involves analyzing the forces and energy transformations to determine the block's velocity and maximum travel distance.

We are given spring which provides spring force. We are given initial displacement for spring. We…

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Find the velocity of the block once the spring reaches its equilibrium point (delta = 0) in terms of the coefficient of kinetic friction, the mass, the spring constant, delta, gravitational acceleration, and the angle. Then find the length, L, it will reach before starting to fall. M^^^^^ WWW L