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Math-8 Study Guide “Number Sense”

This study guide covers topics such as perfect square numbers and square roots, the real number system, converting among fractions, decimals, and percents, scientific notation, comparing and ordering rational numbers, and solving general word problems.

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Math-8 Study Guide “Number Sense”

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  1. Name: Date: Math-8 Study Guide “Number Sense” Note: Many problems in this packet will be completed together in class during review time. Students should complete several problems from each page-- in addition to studying the notes and past quizzes– in order to be fully prepared for test. TOPICS COVERED ON “NUMBER SENSE” TEST: Perfect Square #’s and Square Roots The Real Number System Converting among Fractions, Decimals, and Percents Scientific Notation (both large AND small #’s– positive exponent and negative exponent) Comparing Rational #’s (“greater than” or “less than”) Ordering Rational #’s (mixture of fractions, decimals, %’s, scientific notation) General Fraction, Decimal, % Word Problems NOTES SPACE/HELPFUL TIPS (to be filled out in class):

  2. Perfect square #’s and square roots Fill in the missing information in the below “perfect square” table: Find the square root of the following numbers : -- -- Between which two consecutive WHOLE numbers do the following #’s fall between?: 17. Nancy wants to plant a square garden. The area of the garden will be 86 sq. ft. About how long will each side be? __________ 18. What perfect square # does the square to the right represent? __________ What is its square root? __________

  3. Real number system Use the below word bank to correctly label the subsets of the Real Number System onto the below diagram: Use the above diagram to place the following numbers into the SMALLEST SUBSET (most specific) of the Real # System that each number is a member of:

  4. Multiple Choice: Which number is an integer, but not a whole number? A. 26 B. 17 C. 0 D. -5 2. Which number is irrational? A. √36 B. √15 C. √9 D. √4 Which subset of real numbers contains √12? A. Integers B. Rational #’s C. Irrational #’s D. Natural #’s Which number is rational? A. 925.96 B. √23 C. π D. -√37 Which number is a natural, whole, and integer number? A. 14 B. 0 C. -2 D. -13 Answer the following statements with “TRUE” or “FALSE.” 6. ____________________ All integers are also rational. ____________________ All natural numbers are also integers. ____________________ All integers are also natural. ____________________ All square roots are irrational. ____________________ Zero is a natural number.

  5. Converting fractions, decimals, and percents Converting between Percents and Decimals: A B C D E F G H I J K L M N O P Q R S T U V W X Y Z Converting a Fraction to a Decimal: “Take the top #, Divide by the bottom #!” “To the left, to the left!” Converting a Decimal to a Fraction: READ IT, ______________ IT, REDUCE IT!!! “To the right, to the right!”

  6. Scientific notation Convert between scientific notation and standard form. A few examples are done for you.

  7. COMPARING DECIMAL NUMBERS Directions:

  8. Ordering rational NUMBERS Order the following #’s in the order indicated: Multiple Choice: Which of the following is equivalent to 5/8 ? Four students recorded their scores on a quiz in different ways. Which score is the highest? Which of the following is equivalent to 0.85?

  9. 6. Which of the following is not equivalent to the other three ? Which number has the greatest value? Which number has the least value? Jerry got a 41/50 on his math test. What is his grade as a percentage? A. 41% B. 78% C. 82% D. 80% Place the following numbers in order on the below number line: 1

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