Answer
(D)
Work Step by Step
Step 1. Equation-A does not have two real, distinct solutions because a square can not be negative.
Step 2. Equation-B does not have two real, distinct solutions because the left side is a perfect square it has only one solution.
Step 3. Equation-C does not have two real, distinct solutions because the left side is a perfect square and it has only one solution.
Step 4. Equation-D has two real, distinct solutions because taking the square root on both sides will result $\pm\sqrt {11}$ on the right side.
