## If Your Prompt Says Rigid Motions Think About Types Of Transformations

Youll likely encounter a problem that asks about **rigid motions** on the Geometry Regents exam. Fortunately, this term defines itself! Rigid tells us that the figure will maintain its size and shape, and motion tells us that the figure will move to a different position or direction. There are three types of rigid motions youll need to remember:

**Reflections**refer to a figure being flipped over a given line of reflection.**Rotations**refer to a figure being rotated a given number of degrees around a center of rotation.**Translations**refer to a figure shifting in a given direction.

Rigid motions create figures that are congruent to one another. Note that a **dilation** does not count as a rigid motion because it creates figures that are different sizes and thus similar, not congruent.

Example question:

## Break Up Your Studying

Cramming for an exam like the Geometry Regents is not a good idea. For more information, check out this BBC article *Why Cramming for Tests Often Fails*.

Instead, you should space out your studying over several weeks leading up to exam day. In addition to working on past exam questions, you should review your Geometry notes, practice problems, quizzes and tests as well.

One of the benefits of spacing out your studying is that it will give you opportunities to ask your geometry teacher for help before or after school. If you wait until the last minute to study, you will not have this option.

## Take Advantage Of Free Resources

There is no shortage of helpful, free resources to help you prepare for the Geometry Regents.

Many students like to use Geometry Regents Review packets, take online prep courses, and study geometry regents vocabulary flash cards.

**Pro Tip:** When you come across a practice question that you are struggling to solve, write down whatever questions you may have and flag the question until you can share it with your teacher or tutor the next time they are available.

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## Geometry Regents Graphing Calculator Tips And Tricks

According to the official Regents administration directions, students will have access to a graphing calculator for the duration for the Geometry Regents exam. That means its time for you to get comfortable using the different functions your graphing calculator has to offer.

Weve crafted a list of graphing calculator tips and tricks to show you how to make the most of your calculator during the Geometry Regents exam. Take some time getting familiar with these functions before the exam so that you show up on test day ready to go!

Before you dive into this Geometry-specific list, take some time to review our Algebra 1 Regents Calculator Tips and Tricks and Algebra 2 Regents Calculator Tips and Tricks.

## Most Common Topic: Prove Theorems About Triangles

**Description: **Prove a wide range of theorems related to triangles.

**Frequency**: This topic has been assessed in 100% of recent exams.

**Pro Tip**: This topic is frequently assessed as a **multiple-choice** question but can also appear as a **constructed-response** question on Regents Geometry exams.

**Math Standard**: HS.G.CO.10 // *Prove theorems about triangles. Theorems include: measures of interior angles of a triangle sum to 180° base angles of isosceles triangles are congruent the segment joining midpoints of two sides of a triangle is parallel to the third side and half the length the medians of a triangle meet at a point.*

**Example:**

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## Geometry Final Exam With Study Guide

This editable Geometry Final Exam and Study Guide is meant to be taken at the end of a high school geometry course.

geometry standards. The topics that are not

*law of sines and cosines

*parabola, hyperbola, and ellipse conic sections

Please see preview to view all study guide and final exam questions! The final exam is 50 multiple choice questions. The study guide has 4-6 questions per unit.

This test and study guide are EDITABLE, however the pictures are NOT editable. The pictures can be removed. Also, the font on the editable version is different than the preview so that it will work on everyones version of PowerPoint. The PDF versions are as shown above.

**Terms of Use:**

This product should only be used by the teacher who purchased it. This product is not to be shared with other teachers. Please buy the correct number of licenses if this is to be used by more than one teacher.

## Most Common Topic: Dilations

**Description: **Understand dilations of a line or line segment.

**Frequency**: This topic has been assessed in 100% of recent exams.

**Pro Tip**: This topic is frequently assessed as a **multiple-choice** question in Part I of the Regents Geometry exam.

**Math Standard**: HS.G.SRT.1 // *Verify experimentally the properties of dilations given by a center and a scale factor. a) A dilation takes a line not passing through the center of the dilation to a parallel line, and leaves a line passing through the center unchanged. b) The dilation of a line segment is longer or shorter in the ratio given by the scale factor.*

**Example:**

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## Most Common Topic: Prove Parallelogram Theorems

**Description: **Prove a wide range of theorems related to parallelograms.

**Frequency**: This topic has been assessed in 100% of recent exams.

**Pro Tip**: This topic is almost always assessed as a **multiple-choice** question in Part I of the exam.

**Math Standard**: HS.G.CO.11 // *Prove theorems about parallelograms. Theorems include: opposite sides are congruent, opposite angles are congruent, the diagonals of a parallelogram bisect each other, and conversely, rectangles are parallelograms with congruent diagonals.*

**Example:**

## Dont Get Stuck On A Single Problem

Most students have plenty of time to finish all the questions on the Geometry Regents exam. In fact, most students finish with many minutes leftover on the 3-hour time limit!

However, this doesnt mean you should stay stuck on a single multiple-choice question as you work through the exam. Its important to stay confident and focus on the questions you DO know really well. You can always go back to tricky questions and spend extra time thinking through different options. In fact, we often think of new ideas on how to solve tricky problems just by working on other problems elsewhere on the exam!

We generally suggest about 3 minutes for each multiple-choice question. For more details on how to pace yourself on the exam, check out our full Geometry Regents Review Guide.

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## Key Geometry Regents Question Vocabulary Cheat Sheet

Perhaps more so than any other mathematics exam, the Geometry Regents requires students to recognize and understand a variety of vocabulary terms and mathematical symbols. Memorizing all of these words and symbols can get confusing, so weve studied released Regents exams to create a cheat sheet for the most important Geometry terms.

Take time to review this section and commit each vocabulary term to memory. It might help you to create a deck of flashcards to practice these terms each day.

## Review Past Geometry Regents Exams

Every Geometry Regents exam from the past several years are available for free online. You can practice taking these exams at home to assess your readiness and determine areas of weakness that you can focus on while studying.

Practicing these old exams is great way to familiarize yourself with the format of the exam, what kind of questions will be asked, and what your responses need to look like.

Here are links to the most recent Geometry Regents Exams :

Geometry Regents 2017 | Geometry Regents 2018 | Geometry Regents 2019

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## How To Ace Your Math Final Exam

Are you getting ready for math finals maybe even your first math final ever? Are you uncertain how to study and prepare?

Or, if youre a parent, not a student, does the thought of getting through your kids math final fill you with dread?

This week, since Im right in the middle of preparing several of my students for their final math exams, I want to share all my best math studying tips with you whether youre a student or a parent so you can happily survive finals week with a minimum of stress.

This is the exact same process I walk my students through, and also the exact same powerful tips I share with my private clients!

And Im not just going to share my own tips Im also going to share some of my students tips, too!

First, just some **basic overall tips about the big picture of taking your math final**, especially if its your first one:

**1. Breathe.** If thinking about your math final, or your kids math final, sends you into a panic, keep breathing. Just keep breathing deeply. If you forget, you can start again right now. Take a deep breath. Right now. You can do this. Take three deep breaths. Yes. Thats right!

**2. Eat.** Make sure that youre getting really good meals all throughout finals week. You want to keep nourishing your brain with high quality protein! Also, you will be less stressed, more receptive when studying, and find it easier to retain what youre learning when your blood sugar isnt careening all over the place.

**During the final**

Sending you love,

## Preparing For The Test

**Look over your class notes.**After school, look over the notes you took in class that day for 15 to 20 minutes.XExpert SourceDaron CamAcademic TutorExpert Interview. 29 May 2020. As a test approaches, review your notes for the entire unit or chapter more thoroughly. Pay special attention to the example problems the teacher provided in class, since these will help break down how a given procedure or formula works. If you don’t have any class notes, ask your classmate for notes.XResearch source

**Do problems similar to those that were assigned for homework.**Suppose you were assigned odd numbers for homework because the even numbers answers are in the back of the book. Work on those even-numbered problems, then check your answers to see where your strengths and weaknesses are.XResearch source

**Try solving for different parts of the equation.** It’s very important to learn to apply what you’re learning to different cases. For instance, if you’re studying the Pythagorean theorem, don’t just solve it for one sideafter you finish, solve it again for the other side, then for the hypotenuse.

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## Geometry Final Exam And Study Guide

## Use The Process Of Elimination

Whenever youre presented with a wide range of answer options, it can be helpful to eliminate any answer choices that you know *cannot* be correct. This is called the process of elimination.

For the Geometry Regents exam, youll be given 4 possible answer choices on all multiple-choice questions. Its very likely you can eliminate at least one and maybe even two of the answer choices pretty easily. As you go through each possible answer choice, literally draw a line through any answer choice that **must** be wrong.

If you cant decide on a final answer, take an educated guess or try a new strategy. Whatever you do: do **NOT** leave any question blank on your Regents exam. You do not lose credits for a wrong answer, so its much better to just guess instead of leaving something blank.

What makes the process of elimination such a great trick?

You originally start with a 25% chance of randomly guessing the right answer . If you can eliminate two of the answer choices, that means youve doubled your chances of getting the question correct to 50% awesome!

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## How To Prepare For A Geometry Test

#### ASHLEY LORELLE

Studying for and passing geometry in high school and middle school may be overwhelming for some kids, and simple for others. As with any subject in school, the more you study for a test, the higher your chances are of passing. Mathematics does not involve simply memorizing facts like history class does, so studying for a geometry test takes more focus and preparation. Most of all, passing a geometry test takes practice. Once you feel confident in your ability to solve most geometry problems on your homework and in review, then you will do fine on the test.

Memorize the formulas and theorems you will need to use on the geometry test. A lot of geometry involves plugging numbers into a formula to find the area, distance, volume or diameter of a square, rectangle, or parallelogram. Also, fractions may have to be used to find the square units of the area. Your teacher will provide all the formulas you will need to use for the test. If they have not, then ask them to.

Practice problems from your homework. If you come across a problem that you find particularly challenging or that you do not understand, than see your teacher after class or during study time to get some extra help before the exam. You should be able to solve your homework problems with confidence. Practice the same with old quizzes. Have your teacher help you work through questions you previously got wrong.

#### About the Author

#### Related Articles

## The Top 5 Most Common Topics On The Geometry Regents Exam

While each Regents Geometry exam has different questions, there are trends in what topics are most often assessed. Are you curious about the specific topics you should review and practice the most before test day?

Weve got you covered!

We tracked hundreds of official questions from the most recent Geometry Regents exams and found the patterns in what specific topics are often assessed. Below are the five most commonly-assessed topics on the Geometry Regents exam:

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## Geometry: Final: Exam: Study: Guide

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## If Your Prompt Says Parallelogram Think About Some Special Properties

The definition of a **parallelogram** is simple enough: a quadrilateral with two pairs of parallel sides. Examples of parallelograms include squares, rectangles, and rhombuses. For the Geometry Regents exam, youll also need to remember certain properties of parallelograms:

- Both pairs of opposite sides and opposite angles are congruent.
- The diagonals bisect one another.
- Each diagonal breaks the parallelogram into two congruent triangles.

Example question:

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## If Your Prompt Says Similar Think Same Angles Different Size

We all know what similar means in everyday English, but this term takes on a whole new meaning in the context of the Geometry Regents exam. When two shapes are **similar**, it means they have congruent angles but different side lengths. **Symbol Spotlight: **Remember that the \cong symbol means congruent and \sim means similar. Congruent shapes, angles, and measurements are exactly the same, while similar shapes are proportional to one another.

It also helps to remember that when a figure is **dilated,** it creates a figure similar to the original. That means that it will have congruent angles, but a different size.

Example question:

## Double Check Radical Expressions With The Click Of A Button

We can guarantee that youll be dealing with a radical expression at some point during the Geometry Regents exam. One way that radical expressions frequently come up is in the **distance formula** for finding the distance between two points:

d=\sqrt

When using this formula, dont let a math mistake bring you to the wrong answer. Instead, substitute all values into your calculator to get a decimal answer. Then, check the decimal values of the answer choices to see which is equivalent.

Regents Question |

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## What Are Helpful Practice Resources For Geometry Regents

Albert has a number of Geometry Regents practice tests for your test prep!

Unique from other Regents prep sites, Albert not only provides access to some of the previously released Regents tests, but also includes *original* New York Geometry Regents practice questions. Create your free account today.

For more information on the Geometry Regents exam, check out Alberts Geometry Regents Study Tips or our 30-day Geometry Regents Study Guide.

## If Your Prompt Says Altitude Think About A Perpendicular Line

Altitude is another word that means something different in day-to-day conversations and on the Geometry Regents exam. The **altitude** of a triangle is a line drawn from a vertex to the opposite side such that it is perpendicular to a line containing the opposite side.

**Symbol Spotlight: **The symbol \perp means perpendicular. The altitude of a triangle is perpendicular to the line containing the opposite base of that triangle, which means it creates 90^\circ angles.

A couple things to remember about altitudes:

- An altitude to the base of an isosceles triangle bisects both the vertex angle and the length of the base.
- An altitude to the hypotenuse of a right triangle creates two triangles that are both similar to one another and to the original right triangle.

Example question:

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