Question Which inequality explains why these three segments cannot be used to construct a triangle? ef fd > de ed ef < df ed ef > df ef fd < de

We have the segments EF, FD, and DE. Therefore, the correct answer is ED + EF < DF EF + FD < DE What is Triangle Inequality Theorem? The Triangle Inequality Theorem states that the totality of any side of a triangle must be greater than the measure of the third side in this problem. We have the segments EF, FD, and DE. To construct a triangle three inequalities must be met case 1: EF + FD > DE case 2: FD + DE > EF case 3: EF + DE > FD Therefore, the correct answer is ED + EF < DF EF + FD < DE To learn more about inequality refer to: https://brainly.com/question/17448505 #SPJ4 Reply

EF, FD,andDE.ED + EF < DFEF + FD < DEWhat is Triangle Inequality Theorem?Triangle Inequality Theoremstates that the totality of any side of a triangle must begreater thanthe measure of the third side in this problem.EF, FD,andDE.triangle three inequalitiesmust be metED + EF < DFEF + FD < DEinequalityrefer to:https://brainly.com/question/17448505