# Understanding Similarity in Geometry

Recent questions in Similarity
Charlize Carrillo 2022-12-17

## " The simplest way to write 15: 40 is as ? 1) 2 : 3 2) 5 : 43) 8 : 34) 3 : 8

snaketao0g 2022-10-15

## Choose the letter of the word or phrase that best completes each statement: If $\mathrm{\angle }A\cong \mathrm{\angle }X$ and $\mathrm{\angle }C\cong \mathrm{\angle }Z$, then $\mathrm{△}ABC\sim \mathrm{△}XYZ$ by the _____. Choose from: a. scale factor, b. AA Similarity Postulate, c. SSS Similarity Theorem, d. SAS Similarity Theorem, e. Symmetric Property of Similarity, f. midsegment, g. dilation, h. enlargement, i. reduction, j. Transitive Property of Similarity.

sexiboi150nc 2022-10-02

## Choose the letter of the word or phrase that best completes each statement: If $\mathrm{△}ABC\sim \mathrm{△}DEF$ and $\mathrm{△}DEF\sim \mathrm{△}XYZ$ then $\mathrm{△}ABC\sim \mathrm{△}XYZ$ by the __________. Choose from: a. scale factor, b. AA Similarity Postulate, c. SSS Similarity Theorem, d. SAS Similarity Theorem, e. Symmetric Property of Similarity, f. midsegment, g. dilation, h. enlargement, i. reduction, j. Transitive Property of Similarity.

skilmarka8j 2022-09-19

## What makes a transformation a similarity transformation? What is the relationship between a preimage and the image resulting from a similarity transformation?

Medenovgj 2022-09-19

## Compare and contrast the AA Similarity Postulate, the SSS Similarity Theorem, and the SAS similarity theorem.

Kelton Molina 2022-09-18

## a. How are the SAS Similarity Theorem and the SAS Congruence Postulate alike? How are they different? b. How are the SSS Similarity Theorem and the SSS Congruence Postulate alike? How are they different?

Truscelli3h 2022-09-14

## Choose the letter of the word or phrase that best completes each statement: The ratio of the lengths of two corresponding sides of two similar polygons is the __________ . Choose from: a. scale factor, b. AA Similarity Postulate, c. SSS Similarity Theorem, d. SAS Similarity Theorem, e. Symmetric Property of Similarity, f. midsegment, g. dilation, h. enlargement, i. reduction, j. Transitive Property of Similarity.

Hrefnui9 2022-09-11

## Choose the letter of the word or phrase that best completes each statement: A(n) __________ is an example of a similarity transformation. Choose from: a. scale factor, b. AA Similarity Postulate, c. SSS Similarity Theorem, d. SAS Similarity Theorem, e. Symmetric Property of Similarity, f. midsegment, g. dilation, h. enlargement, i. reduction, j. Transitive Property of Similarity.

driliwra7 2022-09-09

## Prove that the stated property is a similarity invariant. Trace

Deacon House 2022-09-04

## Choose the letter of the word or phrase that best completes each statement: If $\mathrm{\angle }A\cong \mathrm{\angle }X$ and $\frac{AB}{XY}=\frac{AC}{XZ}$, then $\mathrm{△}ABC\sim \mathrm{△}XYZ$ by the __________. Choose from: a. scale factor, b. AA Similarity Postulate, c. SSS Similarity Theorem, d. SAS Similarity Theorem, e. Symmetric Property of Similarity, f. midsegment, g. dilation, h. enlargement, i. reduction, j. Transitive Property of Similarity

Bhevelyn Limayo2022-06-21

## In the figure, what similarity theorem/postulate justifies that ΔREY ~ ΔMAC

briannalofton27 2022-04-01

## Suppose that you are headed toward a plateau70m high. If the angle of elevation to the top of the plateau is25°​,how far are you from the base of the​ plateau?

Alyce Wilkinson 2021-11-05

Nann 2021-11-03

## Given: $\mathrm{△}M\mathrm{ln},\stackrel{―}{ML}=13,\stackrel{―}{MN}=6,\stackrel{―}{NL}=10,\mathrm{△}RQS,\stackrel{―}{RQ}=39,\stackrel{―}{RS}=18,\stackrel{―}{SQ}=30$ Find the scale factor from $\mathrm{△}M\mathrm{ln}$ to $\mathrm{△}RQS$.

Lennie Carroll 2021-08-16

## Given two similar pentagons. One pentagons

Albarellak 2021-08-15

## Given a rectangular card that is 5 inches long and 3 inches wide, what does it mean for another rectangular card to have the same shape?

As a rule, similarity problems in Geometry are always encountered with word-based problems and graphs that are implemented in this section. As one may assume, similarities implement logic, which is why similarity questions that you will find must be read more than once to understand why the answers contain specific solutions. It is one of the most interesting sections of Geometry, which is why you should explore the answers posted through the lens of logic. Take your time to explore sequences and variables if there are equations. Likewise, similarity geometry examples will help you to work with more advanced calculations.