Question

Which of the following is true statement ?
I) A Rhombus is a parallelogram with four equal sides.
II) A Trapezium is a quadrilateral with atleast one pair of parallel sides.
(A) I is true (B) II is true (C) I, II are true (D) I, II are false​

Answer 1

1 (false) because a rhombus does not have four equal sides

2 (true) because trapezium have only one pair of parallel sides

Answer 2

Answer:

(C) I, II are true

Explanation:

A parallelogram is a four sided polygon/ quadrilateral with the two pairs of parallel sides.

rhombus, rectangles and squares are all special parallelograms with some additional properties.

Rhombus refers to a parallelogram with not just opposite sides but all four sides equal to each other.

So, the first statement is correct.

A trapezium (also known as trapezoid) refers to a four sided polygon( quadrilateral ) with at least one pair of side parallel.

So, the second statement is also true.

Note: one may find different definition of a trapezium. One another definition is:

A trapezium refers to a quadrilateral with only one pair parallel side.

So, if we consider the second definition of trapezium, then we get the answer as ( A) I is true.