Write a paragraph proof.
Given: A is congruent to B. B is congruent to C. and D is perpendicular to C.
Prove: A is perpendicular to D
im reallllyyy confused pls help me write this out
Sure, here's a paragraph proof for your problem:
To prove that A is perpendicular to D, we need to show that angle A is a right angle. Given that A is congruent to B and B is congruent to C, we can conclude that A is congruent to C by the transitive property of equality. Since D is perpendicular to C, we know that angle C is a right angle. Now, let's consider triangle ACD. Since angles A and C are congruent, and angle C is a right angle, angle A must also be a right angle by the definition of congruent angles. Therefore, we can conclude that A is perpendicular to D.