Do the diagonals of the rhombus above intersect each other?
Do the diagonals of the rhombus above intersect each other?
Look at the following rhombus:
Are the diagonals of the rhombus parallel?
Look at the following rhombus:
Are the diagonals of the rhombus perpendicular to each other?
Look at the following rhombus:
Can a rhombus have diagonals that are equal?
Given the rhombus:
Is every rhombus a square?
Do the diagonals of the rhombus above intersect each other?
In a rhombus, all sides are equal, and therefore it is a type of parallelogram. It follows that its diagonals indeed intersect each other (this is one of the properties of a parallelogram).
Therefore, the correct answer is answer A.
Yes
Look at the following rhombus:
Are the diagonals of the rhombus parallel?
The diagonals of the rhombus intersect at their point of intersection, and therefore are not parallel
No.
Look at the following rhombus:
Are the diagonals of the rhombus perpendicular to each other?
The diagonals of the rhombus are indeed perpendicular to each other (property of a rhombus)
Therefore, the correct answer is answer A.
Yes.
Look at the following rhombus:
Can a rhombus have diagonals that are equal?
Yes.
Given the rhombus:
Is every rhombus a square?
Not true
Given the rhombus:
Is every square a rhombus?
Given the rhombus:
Is every square a rhombus?
True