what are the real life applications of similarity?
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Heya!!!!
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In real life similarities are used in--->
●》One example is building an A-frame house. The bar of the frame being parallel to the ground leads to similar triangles, and the dimensions of the frame will reflect that similarity.
●》The height of a tall building or tree can be calculated using the length of its shadow and comparing it to the shadow of an object with a known height.
Every time a scale model is used for something, it is an application of similar figures.
☆Hope it helps☆
♡●♡●♡●♡●♡●♡●♡●♡●♡●♡●
In real life similarities are used in--->
●》One example is building an A-frame house. The bar of the frame being parallel to the ground leads to similar triangles, and the dimensions of the frame will reflect that similarity.
●》The height of a tall building or tree can be calculated using the length of its shadow and comparing it to the shadow of an object with a known height.
Every time a scale model is used for something, it is an application of similar figures.
☆Hope it helps☆
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Aadhithya2403:
tnx for ur help
word to word copied from here
https://socratic.org/questions/what-are-the-applications-of-similar-triangles-in-real-life
https://socratic.org/questions/what-are-the-applications-of-similar-triangles-in-real-life
lo
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Concept
Two objects are comparable in Euclidean geometry if they share the same shape or are mirror images of each other. One can be produced from the other more precisely by evenly scaling, possibly with further translation, rotation, and reflection.
Given
Similarity
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We are asked to explain what are the real life applications of similarity.
Solution
The height of a tall building or tree can be estimated by comparing the length of its shadow to the shadow of a known height item. It is an application of similar figures every time a scale model is employed for something.
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