
What are real-life examples of parallelograms?
Answer
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Hint: To solve this question we have to give real-life examples that we use in our daily life that are in the shape of parallelograms. Real-life examples that will show in real life and satisfy all the conditions of a parallelogram. With this, we have to define all the properties of parallelogram like sides and angles, and the sum of all angles, sum of adjacent angles.
Complete step-by-step answer:
In this question, we have to give a real-life example of a parallelogram.
A parallelogram is a four side closed figure whose opposite sides are equal and parallel to each other. Sides are equal in pairs, not all sides are equal. Opposite angles of the parallelogram are also equal. And some of all the angles are . The Sum of adjacent angles is .
The real-life examples of parallelograms are like roofs of huts, tables, windows, erasers, and in the modern world, the buildings are also in a parallelogram shape.
Note: Although this question is very easy, to solve this type of question students must know all the figures and conditions of the figures. The condition of a parallelogram is explained above. Both the diagonals of a parallelogram bisect each other and if we equate all the sides of the parallelogram then that figure is called the rhombus with the same properties on sides and angles but the diagonals are also bisecting each other perpendicular to each other. All rhombus is said to be a parallelogram but all parallelograms are not a rhombus.
Complete step-by-step answer:
In this question, we have to give a real-life example of a parallelogram.
A parallelogram is a four side closed figure whose opposite sides are equal and parallel to each other. Sides are equal in pairs, not all sides are equal. Opposite angles of the parallelogram are also equal. And some of all the angles are
The real-life examples of parallelograms are like roofs of huts, tables, windows, erasers, and in the modern world, the buildings are also in a parallelogram shape.
Note: Although this question is very easy, to solve this type of question students must know all the figures and conditions of the figures. The condition of a parallelogram is explained above. Both the diagonals of a parallelogram bisect each other and if we equate all the sides of the parallelogram then that figure is called the rhombus with the same properties on sides and angles but the diagonals are also bisecting each other perpendicular to each other. All rhombus is said to be a parallelogram but all parallelograms are not a rhombus.
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