Is 2 22 a rational number
[DOC File]NJ DOE Unit 2_Grade 8
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4. Is the number a rational number or an irrational number? Explain your reasoning. 5. The number is approximately how many times Give your answer to the nearest integer. 6. Which of the following points on the number line below best approximates the value of . a. A. b. B. c. C. d. D. 7. Plot the numbers and on the number line below.
[DOC File]Mr. B's Weebly - Grade 8 Mathematics
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2. Write the rational number represented by each letter as a decimal. _____ 3. Write the rational number represented by each letter as a fraction. _____ 4. Sketch a number line and mark each rational number on it. Order the numbers from greatest to least. –2.25, , –1.5, , 0.9. 5. In each pair, which rational number is greater? Explain how ...
[DOC File]Study Guide: Rational Numbers Test
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Section 2: Comparing Rational Numbers. Compare the following rational numbers using , or =. ... Age Group Number of People Who Prefer Cats over Dogs Total Number Surveyed 5 - 10 years 16 30 11 - 16 years 14 24 17 - 22 years 20 28 a. Which age group has the most that prefer cats over dogs? b. Write a ratio for each age group.
[DOC File]Assignment # 3 : Solutions
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R’ is still a positive rational number and in fact R’
[DOC File]Real Numbers
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Real numbers are divided into two types, rational numbers and irrational numbers. Rational Numbers: Any number that can be expressed as the quotient of two integers. (fraction). Any number with a decimal that repeats or terminates. Subsets of Rational Numbers: Integers: rational numbers that contain no fractions or decimals. {…,-2, -1, 0, 1 ...
[DOC File]ALGEBRA 2 X
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graphs and application page 624 # 8-10,24-26, 30-32, 39, 51-55a 4 8.8 solving radical equations -including 2 radicals page 632 # 2-22 5 more 8.8 / review page 633 # 27-41, page 635 #71-73 6 quiz on days 1-5 7 9.4 operations and compositions of functions page 686 # 15-17, 24-32, 39,40, 45-47 8 7.2 inverses of relations and functions page 501 # 1 ...
[DOC File]Math B Assignments: Introduction to Proofs
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1. is a rational number. 2. There is a largest prime number. 3. There is a smallest positive rational number. 4. Suppose a triangle had two right angles. They would sum to 180(. This would mean the third “angle” would be 0( which is not possible. So a triangle can’t have more than one right angle. 5.
[DOC File]Assignment # 3 : Solutions
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Statement: There is no smallest positive rational number. Proof: For a contradiction, suppose the opposite, i.e., that there exists a smallest positive rational number, call it R. Since R is rational, we can write it as a/b, for positive integers a,b. Let R’ = a/(2b). R’ is also a ratio of integers, and hence rational.
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