Ex- a pair of shoes-loonies
-tires on a car
-
The real answer is 33.443 but since 12 is the number with the least significant figures your answer will be 33
ATOMS are real life examples of atoms. They do exist.
There are no real life applications of reciprocal functions
real life example of exterior angles
How is it related to real life A real life example
our eyes , petals of flowers,wheels of car , bathroom tiles,butterfly's wings,our ears ,cigarettes . :)
congruent objects in real life include wheels balls bridges any type of leg ex. table leg ect.
ice cube
soccer ball basketball
Well, without knowing what the two solid figures are and what the real life figure is, you cannot solve it as far as I know. That's all I've got.
Congruent triangles are important because they allow for the establishment of equal measurements and properties in geometric figures, facilitating the understanding of shape and size. They are fundamental in proofs and problem-solving within geometry, as congruence can be used to show that two triangles are identical in form and area. Additionally, congruent triangles play a crucial role in real-life applications, such as engineering, architecture, and computer graphics, where precise measurements are essential.
Any business that mass produces anything! Each product in the mass production process must be the same.
Congruent triangles are used in real life in various fields such as architecture, engineering, and design. In architecture, congruent triangles are used to ensure stability and balance in structures. In engineering, they are used to calculate forces and angles in different structures. In design, congruent triangles are used to create symmetrical and aesthetically pleasing patterns. Overall, understanding congruent triangles is crucial for ensuring accuracy and precision in real-life applications.
Congruent segments are used in various real-life applications, such as architecture and engineering, where precise measurements are crucial for structural integrity and design aesthetics. For instance, when designing buildings or bridges, engineers ensure that segments of materials are congruent to maintain uniformity and strength. Additionally, in manufacturing, congruent segments are vital for creating interchangeable parts, ensuring that components fit together seamlessly in machines or products. Overall, the concept of congruent segments helps maintain consistency and efficiency across multiple fields.
We use it in marketing,climate figures and to represent our finance.
it's shapes that are 3-d like they look like real objects who have realistic figures as in real life
That's Easy, basketballs and soccer balls. or... Doors maybe even twins or boxes or perhaps cakes. even in bridges (hoogly bridge) have many congruent triangles!! try this link.....if u r interested.... http://www.Hindu.com/quest/200606/stories/2006060900060800.htm