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High School Geometry Tests

You will see that this topic area also includes a great deal of Algebra. I do hear of some High Schools working on Geometry before Algebra. I'm not certain that would be my recommendation. I refer to this as the construction math. Without geometry anything that is constructed would not be durable at all. Geometry has been around for close to five-thousand years. The Egyptian pyramid construction is a prime example of the application of math. Geometry is study shapes and the known properties of those shapes. Geometry is the reason your floors at home are level, walls are straight, and doors open and close. In High School the curriculum usually builds off of measurement and makes its way to planar geometry which is the meat of this course. Students seem to do well with triangle geometry and get a little lost when it comes to circle geometry. Students often get a little overwhelmed when they make their way to writing and reading geometric proofs. Proofs are just a method used to prove that your assumptions are correct and leave little to doubt. Understanding and using quadrilaterals is fundamental to course work found here. If anything can be said about geometry, it uses more symbols than just about any branch of math.

  • Sample Geometry Common Core Test - The questions you find in here are the most common occurring questions over a sample of 25 state tests. Short answer question format.


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Tips for Taking Geometry Tests

Throughout the lower grade levels of our career we will come across some geometry related work and most be confused as how to prepare for an exam on it, but once you are taking a full on geometry course, you can no longer duck this. The question is how can you prepare yourself for something requires you to understand a whole bunch to solve a single problem? The basic principal still applies, the more that you devote to studying, the better you will do. Geometry is not all bout memorizing endless gobs of information it is actually applying skills to solve problems. There is a component that is based memorization and that is knowing your formulas and theorems. In many cases, these will be provided for you, but not always. The best way to tackle this subject area is to start by reading and reviewing the content that you are required to know for your test. From there it all about repetition and correction. You should be going through a series of practice problems and then reviewing your answers it really helps to have a teacher look over your work. This is why attending extra help sessions is critical at this level. One of the most overlooked skills in making sure you understand all the vocabulary that comes along with the work you are focused on. Terms like congruent, parallel, perpendicular, angle names, and points of origin are the foundation of this language. Like anything question in life, if you are not sure what is being asked of you, how can you possible give a valid response?