Choice C is the correct answer. Solve the inequality first to find the valid range.

1. Distribute: $-2x - 6 > -10$
2. Add 6: $-2x > -4$
3. Divide by -2: $x < 2$ (REVERSE the sign!)
4. Test: Only $x = 1$ satisfies $x < 2$
5. Verify: $-2(1+3) = -2(4) = -8 > -10$ ??n ?�� Strategic Tip: When distributing a negative, remember that $-2(x+3) = -2x - 6$, not $-2x + 6$.

Choice A is incorrect because$x = 3$ does not satisfy $x < 2$ (3 is greater than 2). Choice B is incorrect because$x = 2$ is the boundary and doesn't satisfy the strict inequality $x < 2$. Choice D is incorrect because$x = 5$ is well outside the solution range $x < 2$.