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To determine which of the given values satisfy the inequality $$ 5 < u $$, let's evaluate each option:

1. **$$ u = 4 $$**
   - **Evaluation:** $$ 5 < 4 $$ → **False**
   - **Conclusion:** Does **not** satisfy the inequality.

2. **$$ u = 3 $$**
   - **Evaluation:** $$ 5 < 3 $$ → **False**
   - **Conclusion:** Does **not** satisfy the inequality.

3. **$$ u = 10 $$**
   - **Evaluation:** $$ 5 < 10 $$ → **True**
   - **Conclusion:** **Satisfies** the inequality.

4. **$$ u = 11 $$**
   - **Evaluation:** $$ 5 < 11 $$ → **True**
   - **Conclusion:** **Satisfies** the inequality.

### **Solutions:**
- $$ u = 10 $$
- $$ u = 11 $$

**Therefore, the values $$ u = 10 $$ and $$ u = 11 $$ are the solutions to the inequality $$ 5 < u $$.**
The solutions to the inequality $$ 5 < u $$ are $$ u = 10 $$ and $$ u = 11 $$.

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