FOR AGES 3 YEARS TO 18 YEARS
At Kidadl we pride ourselves on offering families original ideas to make the most of time spent together at home or out and about, wherever you are in the world. We strive to recommend the very best things that are suggested by our community and are things we would do ourselves - our aim is to be the trusted friend to parents.
We try our very best, but cannot guarantee perfection. We will always aim to give you accurate information at the date of publication - however, information does change, so it’s important you do your own research, double-check and make the decision that is right for your family.
Kidadl provides inspiration to entertain and educate your children. We recognise that not all activities and ideas are appropriate and suitable for all children and families or in all circumstances. Our recommended activities are based on age but these are a guide. We recommend that these ideas are used as inspiration, that ideas are undertaken with appropriate adult supervision, and that each adult uses their own discretion and knowledge of their children to consider the safety and suitability.
Kidadl cannot accept liability for the execution of these ideas, and parental supervision is advised at all times, as safety is paramount. Anyone using the information provided by Kidadl does so at their own risk and we can not accept liability if things go wrong.
Geometry is an integral part of mathematics applicable to almost every field of life.
The word 'geometry' was obtained from the Greek word meaning ‘measurements of the Earth.’ The Egyptian mathematicians were the pioneers who developed geometry principles initially.
They also came up with some geometric equations used for measuring the areas of different shapes. Later, the Greek mathematicians modified the geometric formulas, resulting in the development of Geometry. Among these Greek mathematicians, Euclid is known as the father of geometry. This accreditation is mainly due to his incredible contributions made towards the oldest branch of mathematics.
While studying maths, you’ll come across different branches and forms of mathematics. Among these, geometry and algebra are the most common ones. But what exactly differentiates these two branches of maths?
Geometry was developed by the Ancient Egyptians in 3000 BC, whereas the Babylonian mathematicians created algebra during 1900 BC. While the Egyptian mathematician, Euclid is the father of geometry, Muhammad ibn Musa al-Khwarizmi, a Muslim astronomer and mathematician, is the father of algebra.
Geometry is an area that primarily focuses on studying geometric shapes and using its formula to find degrees and radians. As for algebra, it involves the study of equations, arithmetics, and figuring out the relationship between ratios and variables.
Depending on the shape of objects, geometry is classified into two, solid and plane geometry. Algebra uses substitution, elimination, and cross-multiplication methods to solve various equations.
Its history goes back to 3000 BC when it comes to geometry principles. During this period, the Egyptian mathematicians used geometry for various formulas and to find out the area of different objects, including ones with irregular shapes and internal angles.
The primary application of geometry is visible in computer graphics, where it is used in an audiovisual presentation to enhance art and creativity. Most games also use this concept to figure out the shape of objects and the distance used.
Architectural constructions of monuments and buildings are purely based on geometric applications. It is assumed that geometry was mainly developed for constructing homes and buildings during ancient times.
Another use of geometry is found among artists who use geometric concepts to express their ideas and create great paintings.
Geometry plays a significant role in most day-to-day applications, including astronomy, engineering, architecture, nature, machinery, sports, art, robotics, space research, and lots more. Hence it is necessary to find out what importance geometry has to offer.
Geometry helps build logical thinking skills analytical reasoning and enhances foundational skills.
Everyday geometric shapes are used to create something new or work with the basic elements.
Geometry helps people find the correct measurement while building or constructing things in various sectors.
Geometric tools are instruments that help in creating different geometric figures and shapes. On an everyday basis, you come across many interesting shapes, and to figure out their characteristic properties and draw them, you need these tools.
A ruler is otherwise known as a straight edge and is used for drawing a straight line between two points.
A compass is a geometric tool mainly used to draw a circle. Using a compass, you can draw circles of different sizes.
Protractor is another tool used to measure various types of angles. This semi-circular disc also allows you to draw angles of different measurements.
It is crucial to clarify students the fundamentals of geometry right from primary school, as you would be using it on a day-to-day basis in the future. Gaining insight on this subject will result in proper coordination, more focus, better reasoning, and an increase in the overall quality of life.
Geometry is an area of maths that deals with angles, volumes, and areas of different objects like circles and triangles. It consists of different forms such as solid geometry, flat geometry, and projective geometry.
When it comes to two-dimension, geometry is divided into three main types: Euclidean geometry, spherical or elliptical geometry, and hyperbolic geometry.
Pythagoras, a Greek philosopher, and mathematician was credited for his Pythagorean theorem contributions.
One of the significant differences between geometry and algebra is that - geometry is that part of mathematics involves the study of different shapes, surfaces, solids, angles, and varied dimensional objects. On the other hand, algebra mainly focuses on variables that can be quantities or numbers and is primarily used in geometric formulas and equations.
Trigonometry is a part of geometry that involves the study of right-angled triangles. The hypotenuse is the longest side of a right-angle triangle and always lies at the opposite end of the right angle. For triangles, the three internal angles must always add up to 180°.
Read The Disclaimer
At Kidadl we pride ourselves on offering families original ideas to make the most of time spent together at home or out and about, wherever you are in the world. We strive to recommend the very best things that are suggested by our community and are things we would do ourselves - our aim is to be the trusted friend to parents.
We try our very best, but cannot guarantee perfection. We will always aim to give you accurate information at the date of publication - however, information does change, so it’s important you do your own research, double-check and make the decision that is right for your family.
Kidadl provides inspiration to entertain and educate your children. We recognise that not all activities and ideas are appropriate and suitable for all children and families or in all circumstances. Our recommended activities are based on age but these are a guide. We recommend that these ideas are used as inspiration, that ideas are undertaken with appropriate adult supervision, and that each adult uses their own discretion and knowledge of their children to consider the safety and suitability.
Kidadl cannot accept liability for the execution of these ideas, and parental supervision is advised at all times, as safety is paramount. Anyone using the information provided by Kidadl does so at their own risk and we can not accept liability if things go wrong.
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