A) A quadrilateral with two pairs of parallel sides. B) A polygon with four equal sides. C) A quadrilateral with exactly one pair of parallel sides. D) A parallelogram with four right angles.
A) All four interior angles B) The legs, base angles, and diagonals C) The bases only D) The bases and the legs
A) They are complementary ∠A + ∠D = 90°. B) They are supplementary ∠A + ∠ D = 180°. C) They are congruent ∠A≅∠D. D) They have no fixed relationship.
A) Solve Equation ➔ Choose Property ➔ Identify Given ➔ Check B) Identify Given ➔ Choose Property ➔ Set Up & Solve Equation ➔ Check & Verify C) Choose Property ➔ Identify Given ➔ Check ➔ Solve Equation D) Check ➔ Set Up Equation ➔ Identify Given ➔ Choose Property
A) 105° B) 15° C) 75° D) 180°
A) 90° B) 110° C) 70° D) 80°
A) x = 4 B) x = 2 C) x = 6 D) x = 8
A) 15 cm B) 21 cm C) 19 cm D) 17 cm
A) x = 4; Diagonal = 12 in B) x = 8; Diagonal = 26 in C) x = 5; Diagonal = 17 in D) x = 6; Diagonal = 22 in
A) x = 35; m∠D = 115° B) x = 20; m∠D = 70° C) x = 25; m∠D = 85° D) x = 30; m∠D = 100° |