look at an analog clock and whatever time it is you can determine if it is a right angle, acute, obtuse, or straight. look at the borders of doors or the ceiling
Yes, it can be used in real life. For example: You want to buy a photoframe from a shop. You are choosing the right size for your photo. What do you need? Geometry. If you don't take 12cm x 12 cm as geometry, then look at angles. Imagine you want to build a pyramid, and the traingular faces must be equilateral, you need geometry to make sure that each angle is 60 degrees. So, geometry can be used in real life.
in real life what are applications of alanlytical geometry
Write up of geometry in real life
Everyday life contains supplementary angles, which are two angles that sum equals 180 degrees. One example is the angle of a tree branch in relation to the trunk.
One of the easiest ways to introduce geometry in real life is to have students draw a human face using different geometric shapes. Students can also draw a pool table and using angles figure out which pocket the pool ball will go in.
Write up of the project on geometry in real life
An angle between 10 to 30 degrees would be any angle that falls within that range, such as 15 degrees or 25 degrees. This range represents a variety of angles that are acute, meaning they are less than 90 degrees. Angles in this range can be used in various applications, such as in geometry, trigonometry, and real-world contexts like construction or navigation.
real life example of exterior angles
geometry in real life as the statement seems is just simply geometry in real life if we observe carefully in our everyday surrondings such as the shape of trees ,cars ,houses and even our own human body we can observe geometry for eg. most houses are rectangular in shape etc.
angles are real even if you can't see them. i know that god has a guardian angle for me Ninety degrees equals a right angle. An obtuse angle is any angle between Ninety one degrees and one hundred and eighty degrees. So yes angles are real.
A real-life example of vertically opposite angles can be observed when two roads intersect at a traffic light. When a car approaches the intersection, the angles formed by the crossing roads at the intersection create pairs of vertically opposite angles. For instance, if one angle measures 60 degrees, the angle directly across from it will also measure 60 degrees, illustrating the concept of vertically opposite angles being equal.
maths is incomplete without geometry..........it affects our life in all ways.everyday,each second.........geometry is around us