Quadrilaterals and Angles

Which of the following are the values of interior angles T and U respectively?

• 5, 70

• 70, 110

• 5, 23

• 14, 23

• 145 because all angles sum to 360 0 in a quadrilateral

• 115 because consecutive angles are sum to 180 0 in a quadrilateral

• 105 because opposite angles are congruent in a quadrilateral

• 135 because consecutive angles are sum to 180 0 in a quadrilateral

• 45 because all sides are congruent in a rectangle.

• 45 because all angles are congruent in a rectangle.

• 90 because all angles are congruent in a rectangle.

• 90 because all sides are congruent in a rectangle.

• 75 because opposite angles sum to 180 in a parallelogram.

• 75 because opposite angles are congruent in a parallelogram.

• 105 because opposite angles are congruent in a parallelogram.

• 105 because opposite angles sum to 180 0 in a parallelogram.

• 85 because opposite angles are congruent in a rhombus.

• 85 because all angles are congruent in a rhombus.

• 95 because consecutive sum to 180 in a rhombus.

• 95 because the diagonals are congruent in a rhombus.

• 10 ft. because opposite angles are congruent in an isosceles trapezoid.

• 10 ft. because the diagonals bisect each other in an isosceles trapezoid.

• 10 ft. because all sides of an isosceles trapezoid are congruent.

• 10 ft. because the legs of an isosceles trapezoid are congruent

• 123 because opposite angles are congruent in trapezoids.

• 57 because consecutive angles sum to 180 in parallel lines.

• 123 because consecutive angles sum to 180 in parallel lines.

• 57 because opposite angles are congruent in trapezoids.

• 45 because base angles sum to 180 in isosceles trapezoids.

• 135 because all angles are congruent in isosceles trapezoids.

• 45 because opposite angles are congruent in isosceles trapezoids.

• 135 because base angles are congruent in isosceles trapezoids.

What is the sum of a Quadrilaterals interior angles?

• 180

• 360

• 400

• 240

Find the measure of the angle x.

• 105

• 115

• 65

• 75