
What is a non-square rhombus?
Answer
504k+ views
Hint: We first try to explain the concept of squares and rhombus. We also discuss the relation between them. We use that to find the concept of non-square rhombus with help of diagrams.
Complete step by step solution:
We first explain the concept of rhombus to get the idea about non-square rhombus later.
Rhombus is a particular form of parallelogram whose all sides are equal to each other.
Now when we take a square, we can define it in the form of a rhombus where a rhombus converts into a square with its all angles being equal to each other.
This means the angle of the square becomes equal to $\dfrac{\pi }{2}$.
Therefore, square is a particular form of rhombus. The above picture is of a square as well as a rhombus.
We can say that all squares are rhombus but all rhombus aren’t squares.
This is an image of rhombus but it is not a square as its two consecutive angles aren’t congruent.
These are called non-square rhombus.
Note: To put it simply a Rhombus is generally represented as a diamond shape, which may be square in properties. It is not necessary to treat it as diamond shape but the general form is taken in that format.
Complete step by step solution:
We first explain the concept of rhombus to get the idea about non-square rhombus later.
Rhombus is a particular form of parallelogram whose all sides are equal to each other.
Now when we take a square, we can define it in the form of a rhombus where a rhombus converts into a square with its all angles being equal to each other.
This means the angle of the square becomes equal to $\dfrac{\pi }{2}$.
Therefore, square is a particular form of rhombus. The above picture is of a square as well as a rhombus.
We can say that all squares are rhombus but all rhombus aren’t squares.
This is an image of rhombus but it is not a square as its two consecutive angles aren’t congruent.
These are called non-square rhombus.
Note: To put it simply a Rhombus is generally represented as a diamond shape, which may be square in properties. It is not necessary to treat it as diamond shape but the general form is taken in that format.
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