Question

is parallelogram fghi a rhombus? yes no

Explanation:

Step1: Recall the property of a rhombus

In a rhombus, the diagonals bisect the angles of the rhombus.

Step2: Check the angle - bisecting property

In parallelogram \(FGHI\), if it were a rhombus, the diagonal \(IG\) would bisect \(\angle FIH\) and \(\angle FGH\). But \(\angle FIG = 61^{\circ}\) and \(\angle GIH=62^{\circ}\), so the diagonal \(IG\) does not bisect \(\angle FIH\) (since \(61^{\circ}
eq62^{\circ}\)).

Answer:

no