What was the hardest geometry regents

And they are already responding. I had a 95 in Algebra 1 and a 92 in Living Environment classes. All Rights Reserved. Put your scores in the comments to compare. Algebra 2: 95 didnt study Chemistry: really surprising seeing as i didnt study for this either, i actually enjoyed this class though which might explain why i got on this and not any other regents i only studied for the global regents really because i heard there would be global 1 on it and i was afraid that the thematic would be global 1 related and i wouldnt be able to fabricate a good enough essay.

Global History: 81 Grade in class: Living Environment: 92 Algebra I: 92 Chemistry: 95 Global History: 91 Please someone share me their studying tips, I am so annoyed that every year I do so well in the class but so poorly on the actual regents.

Is Living Environment similar to Biology? If you're currently attending a public high school in the state of New York, then you'll need to pass the New York Regents exams in order to get your diploma. The Geometry Regents exam tests you on a huge array of geometry-related topics, from angles to 3-D shapes. The upcoming Geometry Regents exam is on Wednesday, January 22, , at am. This extensive Geometry Regents review guide will tell you everything you need to know about the format of the exam, what it tests you on, and what questions look like.

We'll also give you our best tips for acing it. Let's start off our Geometry Regents review by looking at the structure of the math test. Geometry Regents is a four-part exam consisting of 35 questions, and you'll have three hours to complete it. Each multiple-choice question has four answer choices labeled from which you will choose one and then record it on a separate answer sheet.

For the constructed-response questions, you must do the following in order to earn full credit, per the official Geometry Regents instructions :. Utilize the information provided for each question to determine your answer. Note that diagrams are not necessarily drawn to scale. Essentially, you've got to show your work. Putting down only a correct answer will net you 1 point, but that's it.

While you won't get separate scrap paper for the exam, you may use any blank spaces provided in the test booklet though it will not be scored. Note that you will be given one sheet of scrap graph paper should you choose to use it at the back of the test booklet; anything written on this will not be scored. Finally, you'll get a "High School Math Reference Sheet" with basic formulas and conversions that could come in handy during the exam.

This reference sheet can be found at the back of your test booklet; you may tear it out along the perforated edges and use at any time during the Geometry Regents exam. We know it's asking us to find the volume because it gives us the weight of the golf ball per cubic inch. Whenever you hear the word "cubic," it's likely going to be a volume-related problem!

To find the volume of a sphere, you must know the following formula which is fortunately on the reference sheet above, so you don't need to memorize it :. We're told that the diameter of the golf ball is 1.

Divide this number in half to get the radius:. But this problem isn't asking for the volume—it's asking for the weight of the ball. We already know that 1 cubic inch weighs 0. You would need to show your thinking clearly in order to get full credit for this. Below is a sample student response that approaches the problem a little differently but still gets the correct answer and earns full points:. We need to find the total volume of the trailer, so we should start by finding the volume of the rectangular prism.

To find the volume of a rectangular prism, you just multiply the length, width, and height:. We know that the volume of the rectangular part of the cargo trailer is equal to cubic feet. But what about the triangular part? The easiest way to find the volume of a triangular prism is to solve for the area of the triangle first and then multiply it by the height which we know is 6.

To find the area of a triangle, we must use the following formula which is on the reference sheet :. Think of the triangle as if it's been turned on its side. Note that the height we are talking about here is not the height of the cargo trailer, which is 6. Because the base of the triangle is also one side of the rectangle, we know that the measurement of this side has to be 6 ft like its opposite side.

Now, we just have to find the height of the triangle. To do this, divide it into two right triangles using the dotted height line ; this causes the base to divide in half as well, giving us one right triangle with a base of 3 and a hypotenuse of 4. Since we now have the height, we can go back and solve for the area of our original triangle using the original base 6 and plugging everything into the triangle area formula:. Now, multiply the area of the triangle by the height of the trailer 6.

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