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What is the difference between an adjacent angle and a vertical angl?

Adjacent angles will be right by each other and equal 180 degrees. Vertical angles will be opposite and equal to each other.


Is a rhombus adjacent sides equal?

A rhombus has 4 equal sides but no corner right angles


What is parallelogram with 4 right angles and two adjacent sides equal?

A square.


What adjacent angles mean?

Adjacent angles are angles right next to each other


Do all squares have two parallel sides?

All squares have TWO SETS of opposite, parallel sides. A square is a parallelogram with 4 equal sides and 4 equal angles (right angles) of which adjacent sides are perpendicular. The related parallelogram, the rhombus, or "diamond" shape, also has 4 equal sides, but no right angles, where opposite angles are equal and adjacent angles are supplementary (sum to 180 degrees).


Can a pair of adjacent angles formed by two intersecting lines ever have equal measure?

Yes, if they intersect at right angles.


Can two right angles be adjacent to each other?

Yes, two right angles can be adjacent to one another. In the letter "T", it's formed by two adjacent right angles.


What has adjacent sides not equal 2 pairs of congruent sides and 4 right angles?

A parallelogram


You have no parallel sides your adjacent sides are equal your diagonals intersect at right angles What are you?

A Quadrilateral Kite!


If two lines intersect to form adjacent angles then the lines are perpendicular?

Only if the angles formed are right angles otherwise they form vertical opposite equal angles


What quadrilateral have adjacent sides not equal two pairs of congruent sides and the little right angles?

A rectangle is the only such shape. Not sure about the "little" right angles: all right angles are of the same measure.


What has exactly two adjacent right angles that is not a parallelogram?

A square because a parallelogram has two parallel sides and have two adjacent right angles but a square and a rectangle have also a two adjacent right angles.