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Name: ___ Period: ___ Date: ___Perimeters and Areas of Similar Figures Guide Notes SIMILAR FIGURES are figures whose corresponding angles are congruent and corresponding side lengths are proportional.

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How to fill out parallel lines and proportional

01

First, identify the two lines that you want to make parallel and proportional.

02

Next, determine the slope of one of the lines using the formula (y2-y1)/(x2-x1).

03

Then, find the equation of the other line and set its slope equal to the previous slope to ensure it is parallel.

04

To make the lines proportional, you can adjust the y-intercept by multiplying it with a factor.

Who needs parallel lines and proportional?

01

Architects and engineers often need to work with parallel lines and proportional relationships when designing buildings and structures.

02

Mathematicians and geometry enthusiasts use parallel lines and proportional relationships in their studies and research.

03

Artists and designers also rely on parallel lines and proportional relationships to create visually pleasing compositions.

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What is parallel lines and proportional?

Parallel lines are lines in the same plane that never intersect. Proportional means having a constant ratio.

Who is required to file parallel lines and proportional?

Individuals or organizations who need to demonstrate the relationship between two quantities.

How to fill out parallel lines and proportional?

You can fill out parallel lines and proportional by comparing the ratios of two quantities.

What is the purpose of parallel lines and proportional?

The purpose of parallel lines and proportional is to show the relationship between two quantities.

What information must be reported on parallel lines and proportional?

You must report the values of the two quantities being compared and the ratio between them.

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