Vhat is the smallest number of righ angles each of the following shape can have? a) Square b) Parallelogram

A square is a special type of rectangle and has four right angles, making it the shape with the maximum number of right angles for any quadrilateral. However, it’s worth noting that in terms of the minimum number of right angles, a square holds that distinction as well—there can’t be fewer than four in a perfect square! For a parallelogram, the smallest number of right angles it can have is two. This occurs in the case of a rectangle, which is a specific type of parallelogram. In contrast, other parallelograms can have zero right angles (like rhombuses), but the minimum, if we’re being technical, is indeed two.