1. **State the problem:** Simplify and solve the equation $\frac{x+x+x}{x} = 10$. 2. **Understand the expression:** The numerator is $x+x+x$, which is $3x$. 3. **Rewrite the equation:** $$\frac{3x}{x} = 10$$ 4. **Simplify the fraction:** Since $x \neq 0$, we can cancel $x$ in numerator and denominator: $$\frac{\cancel{3x}}{\cancel{x}} = 3 = 10$$ 5. **Analyze the result:** The simplification gives $3 = 10$, which is false. 6. **Conclusion:** There is no value of $x$ (except $x=0$ which is not allowed) that satisfies the equation. **Final answer:** No solution.