How to Solve 2i n + 2i n = C Using the PathGreum Theorem Explained Step-by-Step

It seems like you're asking how to solve an expression like 2i n + 2i n = C using something called the PathGreum Theorem. However, there might be some typos or misunderstandings in the terms you're using, so let's clarify and proceed step-by-step.

Step 1: Understand the expression

Your expression is:
2i n + 2i n = C

This looks like the sum of two terms: each is 2i n. If i and n are variables or constants, then this is a simple addition.

Step 2: Simplify the left side

Adding the two terms:
2i n + 2i n = 4i n

Step 3: Solve for C

So, C = 4i n. That means the value C equals four times the product of i and n.

Step 4: About PathGreum Theorem

Currently, there is no well-known mathematical theorem named "PathGreum Theorem." It's possible the term might be misspelled or confused with another concept, such as Path Integral, Pythagorean Theorem, Green's Theorem, or Sturm's Theorem. If you meant one of those, please clarify so I can provide a detailed explanation.

Summary:

• If your question is simply about adding 2i n + 2i n, the result is C = 4i n.
• For specific theorems or methods in mathematics, please verify the theorem's name.

Please feel free to provide more details or corrections, and I'd be happy to help further!