Question

Which of the following unique quadrilaterals can be constructed if the measure of only two adjacent sides are given?

• A. Rhombus
• B. Rectangle
• C. Parallelogram
• D. All of the above

Answer 1

The correct option is B Rectangle

The measure of two adjacent sides are known.
If the the measure of 3 angles are also given, we can construct a quadrilateral.

We know that, rectangle has 4 right angles.

So, with two sides and three angles we can construct the quadrilateral.

In the remaining options, angle between the sides is not constant. So unique figures of those quadrilaterals cannot be constructed with the given data.