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  1. Math 8: Final Exam Review Short Answer 1. Which of these numbers is a perfect square: 98, 28, 49, or 21? 2. Which 2 consecutive square numbers is 21 between? 3. The areas of 4 squares are given: 262 cm2, 251 cm2, 256 cm2, and 266 cm2. Which area is a perfect square? 4. Suzanne wants to put a fence around her square garden.

  2. from which b = 8. So, the equation is y = 2x + 8. Since point (a, 2) is on this line, let's substitute those values into the equation of the line: 2 = 2a + 8 −6 = 2a a = −3 So, a = −3. There are also other ways to arrive to the final answer, such as using the formula for the slope. The Pythagorean Theorem 31. Using the Pythagorean Theorem ...

  3. The test is evaluating the student’s ability in the following content areas: exponent laws. scientific notation, including in calculations. irrational numbers. simple equations involving square or cube root. geometric transformations, including dilations. basic angle relationships. volume of spheres and cylinders. solving linear equations.

  4. 8th Grade Math Final Exam. Free Practice Test Instructions: Choose your answer to the question and click "Continue" to see how you did. Then click 'Next Question' to answer the next question. When ...

  5. The area of square P is 52 cm2. Square Q has an area equal to one quarter the area of square P. Find the approximate side length of square Q. Give your answer to 1 decimal place. ____ 6. Find the length of the hypotenuse. Give your answer to 1 decimal place.

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  6. l-point pen. Calculat. allowed.Draw diagrams. pencil.Tracing pap. s allowed.Answer all questions. You must answer. questions in the spaces provided. o all rough work in this booklet. Cross through a. work you do not want to be marked.You must keep wor. end of the 55 minutes.Information The results of this assessment wil.

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  8. Final Exam: Practice Test Answer Key - year 8 mATH. Below are pictures of the fully worked out solution guide for the Final Exam Practice Test. Again, I advise that you try and complete as much of the Practice Test as possible on your own. Then when you feel you are unable to complete any more, then check your answers and work with the answer ...

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