Fully simplify $$ 6 x^{2} y+3 y x+4 x y+3 x y^{2}+2 y x^{2} $$

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To fully simplify the expression $$ 6x^{2}y + 3yx + 4xy + 3xy^{2} + 2yx^{2} $$, follow these steps:

1. **Combine like terms:**
   
   - **Terms with $$ x^{2}y $$:**
     $$
     6x^{2}y + 2x^{2}y = 8x^{2}y
     $$
   
   - **Terms with $$ xy $$:**
     $$
     3xy + 4xy = 7xy
     $$
   
   - **Term with $$ xy^{2} $$:**
     $$
     3xy^{2}
     $$

2. **Write the simplified expression:**
   $$
   8x^{2}y + 7xy + 3xy^{2}
   $$

This is the fully simplified form of the given expression.

**Final Answer:**
$$ 8x^{2}y\;+\;7xy\;+\,3xy^{2} $$
$$ 8x^{2}y + 7xy + 3xy^{2} $$

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