Question
_______________ number of pairs of parallel lines are there in a regular pentagon?
- 0
- 1
- 2
- 5
Hint:
General Synopsis of Polygon.
The correct answer is: 0
*In mathematics, a polygon is a closed two-dimensional figure made up of line segments.
* Poly means many gon means angle. Hence, polygon is a closed figure that is made of many angles.
Given That:
number of pairs of parallel lines are there in a regular pentagon
>>>Regular pentagon is a five sided closed figure where all it's sides are equal.
>>>Then, the regular pentagon looks like:
>>>From figure, we can say that there are no parallel sides exist.
>>>Therefore, number of pairs of parallel sides in the regular pentagon is ZERO.
Pentagon is a closed figure which has five sides, five corners. Given is a regular pentagon which means it has equal interior angles and equal side lengths.
>>>Therefore, the regular pentagon has ZERO pairs of parallel sides.
Related Questions to study
Identify the statement that is not a property of a polygon from the following.
The number of sides, the angle between the sides and the length of the sides decide the type and shape of the polygon.
>>> Hence, we can say that the properties of polygon are number of sides and angles of a polygon and the length or measure of sides and angles of a polygon.
Identify the statement that is not a property of a polygon from the following.
The number of sides, the angle between the sides and the length of the sides decide the type and shape of the polygon.
>>> Hence, we can say that the properties of polygon are number of sides and angles of a polygon and the length or measure of sides and angles of a polygon.
Identify polygon from the following:
Incorrect options are not polygons because they have their side as curved lines or not closed. As we know that the polygon is a figure which consists of ‘n’ numbers of side but all of them should be straight lines and not curved.
>>>Hence, the required figure is:
Identify polygon from the following:
Incorrect options are not polygons because they have their side as curved lines or not closed. As we know that the polygon is a figure which consists of ‘n’ numbers of side but all of them should be straight lines and not curved.
>>>Hence, the required figure is:
If a rhombus has its opposite sides equal and parallel to each other and all angles measuring 90°, identify the polygon.
If a rhombus has its opposites sides equal and parallel, then it can be square or a rhombus, but the question also states that the angle between the sides is 90°. Square is a special type of rhombus that has all the angles as 90°.
>>>Hence, we can say that Square is the required figure.
If a rhombus has its opposite sides equal and parallel to each other and all angles measuring 90°, identify the polygon.
If a rhombus has its opposites sides equal and parallel, then it can be square or a rhombus, but the question also states that the angle between the sides is 90°. Square is a special type of rhombus that has all the angles as 90°.
>>>Hence, we can say that Square is the required figure.
Identify a pentagon from the following shapes.
A polygon that has five sides and five angles is called a pentagon.
>>>Hence, we can say that the required figure is:
Identify a pentagon from the following shapes.
A polygon that has five sides and five angles is called a pentagon.
>>>Hence, we can say that the required figure is:
The maximum number of sides that a polygon can have is ________
The definition of a polygon states that ‘A simple closed curve made up of only line segments is called a polygon.’ Here the basic condition for a polygon is that the figure should be a closed figure and there can be ‘n’ numbers for sides.
>>>Hence, we can say that a polygon can have infinite number of sides.
The maximum number of sides that a polygon can have is ________
The definition of a polygon states that ‘A simple closed curve made up of only line segments is called a polygon.’ Here the basic condition for a polygon is that the figure should be a closed figure and there can be ‘n’ numbers for sides.
>>>Hence, we can say that a polygon can have infinite number of sides.
This polygon is classified as:
*A polygon with 8 sides is called an octagon.
>>>Hence, the given figure is an octagon.
This polygon is classified as:
*A polygon with 8 sides is called an octagon.
>>>Hence, the given figure is an octagon.
If a polygon is REGULAR, it means?
* If a polygon is REGULAR, it means all of the sides are the same length and all of the measures of the angles are equal.
If a polygon is REGULAR, it means?
* If a polygon is REGULAR, it means all of the sides are the same length and all of the measures of the angles are equal.
Identify the non-polygon from the following.
* It cannot be considered as a polygon as all the sides aren’t connected. Polygons form a closed figure and hence this figure won’t be considered a polygon.
Identify the non-polygon from the following.
* It cannot be considered as a polygon as all the sides aren’t connected. Polygons form a closed figure and hence this figure won’t be considered a polygon.
When a square is pushed from one corner keeping the base as it is, which polygon is formed?
If we select the upper corner of a square and push it, the square will bend in the direction of the force. So, the vertical edges would tilt in the direction of the force, leading to the formation of a new polygon named rhombus.
>>Hence, the Polygon obtained from a square modification is RHOMBUS.
When a square is pushed from one corner keeping the base as it is, which polygon is formed?
If we select the upper corner of a square and push it, the square will bend in the direction of the force. So, the vertical edges would tilt in the direction of the force, leading to the formation of a new polygon named rhombus.
>>Hence, the Polygon obtained from a square modification is RHOMBUS.
Identify the correct statement for the following figure.
Concave is when a side can be turned into a line that goes on the inside of a shape.
>>>Hence, the given figure comes under concave polygon.
Identify the correct statement for the following figure.
Concave is when a side can be turned into a line that goes on the inside of a shape.
>>>Hence, the given figure comes under concave polygon.
Any triangle is a ______ sided polygon.
>>>Triangle is the polygon that has 3 sides.
>>>It is one of the regular polygon.
Any triangle is a ______ sided polygon.
>>>Triangle is the polygon that has 3 sides.
>>>It is one of the regular polygon.
How many of the following polygons are CONCAVE?
>>Concave polygon is the polygon that has one of it's interior angle is greater than 180 degrees.
>>>Hence, from the given figure only one object is concave.
How many of the following polygons are CONCAVE?
>>Concave polygon is the polygon that has one of it's interior angle is greater than 180 degrees.
>>>Hence, from the given figure only one object is concave.
A nonagon has ________ sides.
>>>The polygon with nine sides is called as nonagon.
A nonagon has ________ sides.
>>>The polygon with nine sides is called as nonagon.
Is the figure a polygon? Is it convex or concave?
>>>The Convex polygon is called as the polygon that has sum of interior angles greater than 180 degrees.
>>>Therefore, the given figure is a convex polygon.
Is the figure a polygon? Is it convex or concave?
>>>The Convex polygon is called as the polygon that has sum of interior angles greater than 180 degrees.
>>>Therefore, the given figure is a convex polygon.
What is the general form of naming a polygon?
One can find this with a small trick. The student should learn to break the word. For example, Hexagon: Hexa+Gon. Now, as we know that hexa is six. Similarly, if a polygon has ‘n’ sides, then the polygon would be named as n-gon.
What is the general form of naming a polygon?
One can find this with a small trick. The student should learn to break the word. For example, Hexagon: Hexa+Gon. Now, as we know that hexa is six. Similarly, if a polygon has ‘n’ sides, then the polygon would be named as n-gon.
