Analyze the diagram below and answer the question that follows. The figure shown is a rhombus. What condition would also make it
a square? A. The figure would be a square if the diagonals were congruent. B. The figure would be a square if the diagonals were perpendicular. C. The figure would be a square if the diagonals bisected each other. D. None; a rhombus can never be a square. Please select the best answer from the choices provided A B C D
Answer: A. The figure would be a square if the diagonals were congruent
Explanation: Both the rhombus and the square are quadrilaterals in which all sides are equal.
The differences between the two are as follows: 1- In a rhombus: - Each two opposite angles are equal (but not right) - Diagonals are not equal, however, they bisect each other at 90°
2- In a square: - All angles are right - Diagonals are equal and bisect each other to give 45° angles
Comparing the differences with the given choices, we would find that the correct choice is A.
If the range is 1, we can assume that every student in that history class studies for a very similar amount of time studying, within 1 minute to be specific.
