in-a-construction-project-the-task-involves-lifting-a-rectangular-concrete-block

Question

In a construction project, the task involves lifting a rectangular concrete block to a designated height using a compound pulley system as shown. The concrete block has mass $M$ . Determine the tension in each section of the rope: $T_1$ , $T_2$ , $T_3$ , and $T_4$ .

Diagram of a compound pulley system lifting a concrete block with labeled tensions T1, T2, T3, and T4.

Accepted Answer

$\begin{array}{l}\left|\vec{T}_1\right|=\left|\vec{T}_2\right|=\frac{Mg}{2},\ \left|\vec{T}_3\right|=\frac{3Mg}{2},\ \left|\vec{T}_4\right|=Mg\end{array}$

Answer

$\begin{array}{l}\left|\vec{T}_1\right|=\left|\vec{T}_2\right|=\frac{Mg}{2},\ \left|\vec{T}_3\right|=\frac{3Mg}{2},\ \left|\vec{T}_4\right|=Mg\end{array}$

Answer

$\begin{array}{l}\left|\vec{T}_1\right|=\left|\vec{T}_2\right|=\frac{Mg}{2},\ \left|\vec{T}_3\right|=\frac{3Mg}{2},\ \left|\vec{T}_4\right|=Mg\end{array}$

Answer

$\begin{array}{l}\left|\vec{T}_1\right|=\left|\vec{T}_2\right|=\frac{Mg}{2},\ \left|\vec{T}_3\right|=\frac{3Mg}{2},\ \left|\vec{T}_4\right|=Mg\end{array}$

In a construction project, the task involves lifting a rectangular concrete block to a designated height using a compound pulley system as shown. The concrete block has mass MMM. Determine the tension in each section of the rope: T1T_1T1, T2T_2T2 , T3T_3T3, and T4T_4T4.

In a construction project, the task involves lifting a rectangular concrete block to a designated height using a compound pulley system as shown. The concrete block has mass $M$ . Determine the tension in each section of the rope: $T_1$ , $T_2$ , $T_3$ , and $T_4$ .