Hello,Can someone please solve this problem?Thanks ### Mass-Spring System ExplorationIn this exercise, a frog and a lobster are experimenting with a mass-spring setup:A block with mass \( m \) is attached to a spring with spring constant \( k \) and rests on a horizontal surface. The system starts with the spring at its relaxed position \( x = 0 \). The lobster pulls the spring with a constant force, moving the block to position \( x = L \), while a frog of mass \( m_f \) rides on top.#### Diagram Explanation:- **Spring:** Represented by a coil on the left side, anchored to a wall.- **Block and Masses:** A block, labeled \( m \), supports a frog on top (\( m_f \)).- **Lobster:** Positioned on the right, applying a force \( F \) to the block.- **Positions:** The setup moves from \( x = 0 \) to \( x = L \).### Questions:**a.** When the lobster pulls very slowly (adiabatically) with no friction, calculate the work done by the lobster on the system upon reaching \( L \).**b.** The lobster continues pulling adiabatically with friction present. Given the coefficient of friction \( \mu \), determine the work done by the lobster upon reaching \( L \).**c.** If the lobster pulls with constant acceleration, starting from rest and accelerating the block to speed \( v_L \) without friction, find the work done by the lobster.**d.** Calculate the work done by the spring on the block and the frog in each of scenarios a, b, and c.**e.** For scenario b, quantify the internal energy generated due to friction. This setup is a practical application to explore concepts of work, energy, friction, and dynamics in physics.

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4) Frog and Lobster found a mass-spring set-up and are exploring it. Here, Lobster is pulling on the spring, with constant force, pulling it from the relaxed position x = 0 m (as shown below) to x = L, with frog riding along. mim a. First, Lobster is pulling very slowly, i.e. adiabatically, and there is no friction. Upon arriving at L, how much work has Lobster done on the system? Next, Lobster is still pulling adiabatically, yet there is friction, with friction coefficient u. Upon arriving at L, how much work has Lobster done on the system? b. me m c. Now, Lobster is pulling with constant acceleration, starting from rest, and arrives at L with speed VL. There is no friction. How much work has Lobster done on the system? d. How much work has the spring done on the block and Frog in problems a., b., and c., respectively? e. For b. how much internal energy has been generated?

4) Frog and Lobster found a mass-spring set-up and are exploring it. Here, Lobster is pulling on the spring, with constant force, pulling it from the relaxed position x = 0 m (as shown below) to x = L, with frog riding along. mim a. First, Lobster is pulling very slowly, i.e. adiabatically, and there is no friction. Upon arriving at L, how much work has Lobster done on the system? Next, Lobster is still pulling adiabatically, yet there is friction, with friction coefficient u. Upon arriving at L, how much work has Lobster done on the system? b. me m c. Now, Lobster is pulling with constant acceleration, starting from rest, and arrives at L with speed VL. There is no friction. How much work has Lobster done on the system? d. How much work has the spring done on the block and Frog in problems a., b., and c., respectively? e. For b. how much internal energy has been generated?