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The dilation of a pupil or a camera lenses.

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The dilation of a pupil or a camera lenses.

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A real world application for dilation would be construction and scale factor is used to make models of things.

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 I want to be more comfortable and faster as solving them.

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 I want to be more comfortable and faster as solving them.

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building houses

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A real world application for this is the pupil in a persons eye.

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I learned how to determine scale factor better and that a similarity transformation is essentially two transformations.

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I learned about the scale factor

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One real world application is construction

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I could see dilations being used for constructing scale models.

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Dilations and similar transformations are the same thing basically the same thing.

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Dilations and similar transformations are the same thing basically the same thing.

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I just want to know more

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I learned how to do the scale factor

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I learned that you use a scale factor to see how much a shape is enlarged or reduced. I also learned what the center of dilation is and how to find it.

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I know that Dilations make shapes smaller and bigger.

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I want to master being able to calculate the scale factor in a dilation and find the center of dilation.

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How to dilate shapes, find scale factors, and how to determine if shapes are similar

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I know dilations make a shape change size and it is non-rigid. I know that similarity differs from congruence if a dilation takes place.

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I too, would also like to know how to calculate the scale factor easier.

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A pupil inside of an eye.

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Graphing

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How to tell if it is a dialation or not.

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I learned about the scale factor, it's pretty cool.

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How to calculate the scale factor easier.

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i can find dilation in graphs used for finding similarities

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types of monuments such as the washington monument in the video

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i learned that these are used to help with shapes on a graph

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this will help with architecture

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An example would be things like scale models and construction

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scale factor is pretty nifty

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I learned about how to tell if it is a dialation.

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i learned what scale factor is

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Construction.

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This is very important when making games.

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Construction worker

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i learned about scale factor and how that works as well as dilation is what i really learned the most

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I learned how to identify a dilation and how to find the scale factor

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how to find the scale factor and how to use proportions.

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I want to be able to know them even more but master them too

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I learned how to find the scale factor and about similarity

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Construction

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A real-world application is using a scale model. It can help us to model measurements for things like buildings, art, or cars.

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i want to learn how they can be used with each other to get a desired outcome.

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I learned how to find the scale factor of dilation.

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Construction, or splitting food equally

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i know about these because we learned about these

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A real world model of this is scale models for example buildings and cars.

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How to identify a dilation and using a proportion to solve the missing side.

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I learned that dilation can either be a enlargement or a reduction

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I can apply it when trying to find 2 similar triangles

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I learned that there are enlargements and reductions in similarities. I also learned that if there is one dilation then it is a similarity transformation.

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I learned that there are equations and how to solve them.

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i know that dilation and similarity transformations are, dilation are used to reduce and enlarge a figure.

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A real world application is a scale model which consists of auto mobiles, airplanes, buildings, and skyscrapers.

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I learned that if the scale factor of a shape is anything higher than 1, it is not a dilation.

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I want to know if their is an easier way to solving similarity transformations.

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I know that dilations change the size of a triangle but not the shape and similarity transformations are the change in location and size, but mostly keep the same shape.

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A real world application of this would be a scale model. Whether its a car, a building, anything.

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A real world application is a scaled down version of a car or building

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if a even more efficient way is available to find if shapes are similar.

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A real world application is when in models of things.

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We would want to find how we want to build like a mall complex or a building we could dilate it down and build a smaller model.

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One real world application for a dilation and making a sketch of a shape, and then making a scale factor to build it in real life.

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that dilation are changes of size in a shape while similarity transformations are usually changes in location and size but maintaining similarity to the original shape

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I learned that you can tell if a shape is dilated through image and pre-image sizing.

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A real world example for dilation is if your comparing a scale model to the actual building.

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Investigators may use computers to dilate images to get information.

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I learned about dilations and finding the rules of a similarity transformation, how to find the proportionate relationships between dilated shapes, etc.

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Every square is similar to every other square in the whole world.

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Every square is similar to every other square in the whole world.

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I learned that dilation have a center focus.

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I real world example i can see is when there are too scale models of things.

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A real world application for dilation and similarity is taking a blueprint of a house and scaling it to be the size of an actual house in real life.

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I would like to know how big or how small you can make a shape with a dilation.

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One real world would be is like building buildings and making stuff

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I want to be able to easily tell if two shapes are similar even if the aren’t lined up the same way.

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I want to learn how to tell if a shape is transformed as well as dilated.

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I want to learn how to tell if a shape is transformed as well as dilated.

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I learned how to properly write a dilation in coordinate notation.

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I learned how to similarity transformations

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A real world example I can see dilation and similarity is when RC cars or model toys are to scale using a ratio.

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making a scale model of a building or object. Using dialation's to make it smaller or bigger.

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One real world application of dilation and similarity can be using scale factors to make a small souvenir or monuments.

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Dilation is changing the dimensions or size of a shape equally by a scale factor, but NOT changing the shape. Similarity Transformations is when one or more rigid transformations followed by a non-rigid transformation are applied to a shape or figure.

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I want to learn what a similarity transformation is and how these two concepts work together.

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I learned how to find the scale factor and the point of origin.

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A real world example would be a scale model of a building and the actual building.

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One real world example is in construction and engineering when trying to find lengths of triangles.

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I learned that dilations are not rigid transformations, and how to use them.

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I can use dilation in real life to make a scaled down version of a project I am working on like a new boat or a building.

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I learned that there are specific Triangle Similarity theorems like the congruent Triangle Theorems

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I already know that dilations are a change in size, or a non rigid transformation. I know that similarity transformations involve proportions.

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I learned that a dilation is a reduction or enlargement. If it is an enlargement the scale factor is more than 1, and if it is a reduction the scale factor is less than 1. I also learned that a similarity is when there is one or more rigid transformation followed by a non rigid transformation.

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I want to know how to tell if a shape as not only been dilated but also translated.

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I want to know how to find the way the shape was dilated.

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I know that Dilation can make a shape bigger and a similarity transformation is relating similar shapes.

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That you can find if two triangles are similar with a SSS or SAS or AA similarity thm

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One real world application I see for dilation and similarities is in building or in engineering.

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how to find a scale factor and determine whether something is an enlargment or reduction. I also learned how dialations are used in real life and some of the principles of dialations.

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I learned about the 3 different triangle similarity theorems.