Question

the ratio of the lengths of corresponding sides of similar triangles is known as the
triangles that have the same shape but not necessarily the same size are called triangles.
in the sss similarity theorem, the corresponding sides of the triangles must be
the use of sss similarity in creating accurate maps is a practice in
architects use sss similarity to create accurate models of buildings.
engineers use sss similarity to design and test models of structures.
to prove two triangles are similar using sss similarity, we compare the of their corresponding sides.
the property that allows us to determine triangle similarity based solely on side lengths is known as
in computer graphics, maintaining proportional relationships when scaling objects is achieved through similarity.
surveyors use sss similarity to verify the of land plots.
the term that describes having the same shape but not necessarily the same size is
sss similarity is a concept used in to create accurate models and designs.
when comparing triangles, if all three pairs of corresponding sides are proportional, the triangles are
the field that benefits from sss similarity by scaling character proportionally is

Explanation:

• For the first blank: The ratio of corresponding sides of similar triangles is called the scale factor.
• For the second blank: Triangles with same shape (but not necessarily same size) are similar triangles.
• For the third blank: In SSS similarity, corresponding sides must be proportional.
• For the fourth blank: Using SSS similarity in maps is a practice in cartography.
• For the fifth blank: Architects use SSS similarity to create scale models.
• For the sixth blank: Engineers use SSS similarity to create scale models.
• For the seventh blank: To prove SSS similarity, compare the ratios of corresponding sides.
• For the eighth blank: The property based on side - lengths for similarity is SSS similarity theorem.
• For the ninth blank: In computer graphics, SSS similarity (or more generally, similarity) is used for scaling.
• For the tenth blank: Surveyors use SSS similarity to verify the proportionality of land plots.
• For the eleventh blank: The term for same - shape (not same - size) is similar.
• For the twelfth blank: SSS similarity is used in geometry for models and designs.
• For the thirteenth blank: If all three pairs of corresponding sides are proportional, triangles are similar (by SSS similarity).
• For the fourteenth blank: The field that benefits from SSS similarity (scaling) is graphic design (or more generally, design fields).

Answer:

1. scale factor
2. similar
3. proportional
4. cartography
5. scale
6. scale
7. ratios
8. SSS similarity theorem
9. SSS (or similarity)
10. proportionality
11. similar
12. geometry
13. similar (by SSS similarity)
14. graphic design (or relevant design field)