Question

Justify the statement: All mesh are loops but all loons are not mesh
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Answer 1

Answer:

A loop is a closed path in a circuit where two nodes are not traversed twice ... So, all meshes are loops but not all loops are meshes .

Answer 2

All mesh are loops, all loons are not mesh

Explanation:

• Mesh is a closed path that further cannot be divided into the other closed path whereas loop can be a closed path which can be divided or not further into closed path a mesh may be a loop but it's not necessary that a loop be a mesh it will only be a mesh when further division isn't possible.
• Every mesh is a loop and every loop is not a mesh. Mesh is a special case of loop which is planar according to Kirchhoff's Voltage Law.
• One Kirchhoff's Voltage Law equation is written for every of the three loops.
• A loop is any closed path through a circuit where no node more than once is encountered and a mesh is a closed path in a circuit with no other paths inside it.