The diagonal AC and BD of a parallelogram ABCD intersect each other at point O. If angle DAC=32° and angle AOB=70°,then what is the measure of angle DBC?Choices:- 24° 86° 38° 32°

Assertion : ABCD is a square. AC and BD intersect at “O “. The measure of ∠ AOB= 90°.Reason : Diagonals of a square bisect each other at right angles.

Identify the angle of 𝑥° in the parallelogram.A. 26°B. 42°C. 68°D. 118°

Question No 48.In right ΔABC, where ∠C is the right angle, point D lies on side AB, and point E lies on side BC such that AC = CD, DE = EB, and the ratio AC : DE = 4 : 3. What is the ratio AD : DB?

ABCD is a rhombus such that one of its diagonals is equal to its side. Find the measure of the angles of rhombus ABCD.

Consider rectangle ABCD with diagonals BD and AC intersecting at E. Rectangle A B C D has diagonals B D and A C that intersect at the center of the rectangle at point E. Angles B C E is 52 degrees, angle C B E is 52 degrees, angle D E A is 104 degrees, and angle B E A is 76 degrees. Which is true about the angle relationships in the rectangle? Check all that apply. AngleBEA and AngleCED are vertical angles and equal 104°. AngleABE and AngleCBE are complementary angles. AngleBEC and AngleCED are vertical angles. AngleBEA and AngleAED are supplementary angles whose sum is 180°. AngleBEC and AngleAED are adjacent angles.