### Problem Statement:A train is equipped with a 50 Mg engine and three cars which each have a mass of 30 Mg. The train increases its speed, taking 80 seconds to reach 40 km/h from rest. Find the force \( T \) from the engine \( E \) to the first car \( A \).### Diagram Description:- The diagram shows a train configuration consisting of: - A blue engine labeled \( E \) at the front. - Three train cars behind the engine, each labeled with their respective mass indication. - The cars seem to contain different types of cargo (one contains green crates, one is a cylindrical tanker, and one contains red crates). - In the diagram: - There's an arrow labeled \( v \) above the train indicating the direction of velocity (forward motion of the train). - The force \( F \) is depicted as a backward arrow under the train to illustrate resistive forces. - The term \( A \) is used to mark the position of the first car after the engine.To summarize, the given diagram is aiding to visualize the problem statement where we need to calculate the force \( T \) exerted by the engine on the first car based on the provided mass and acceleration details.

We know that, if we want to move an object we need to pull or push it externally. Without external…

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A train is equipped with a 50 Mg engine and three cars which each have a mass of 30 Mg. The train increases its speed taking 80 seconds to reach 40 km/h from rest, find the force T from the engine E to the first car A.