Question

Consider a polygon having four sides and opposite sides equal. Which of the condition(s) below is/are required to prove that the polygon has 4 lines of symmetry? Condition I: Adjacent sides are equal. Condition II: Each angle is a right angle.

Only condition I is sufficient.
Only condition II is sufficient.
Both condition I and II
Neither condition I nor II

Answer 1

Answer:

both I & II

Step-by-step explanation:

if angles become equal 90 will become a rectangle

and if sides become equal it will be a square...

n If u draw line of symmetry maybe it will be Alike