Math 8 Quiz 1.3-1.5 REVIEW Name ________________________ Date: _____________ Block: ____ 1. Order the following numbers from least to greatest: 26 a) −13.1 −√169 13% 1.3 x 10-2 b) 1.5 x 104 2 15 1.5 5.1 x 10-3 150% 16 3 2. Find each square root, if possible. Round to the nearest tenth. If the number under the square root is a perfect square, write “perfect square” on the second line. If it is not, leave the second line blank. 1. 4. √81 = _________ 2. √12 = _________ 3. ±√4 = _________ ________________ _________________ __________________ √−100 = ________ 5. −√36 = __________ __________________ ___________________ 6. ±√23 = _________ __________________ Find two consecutive whole numbers between which each square root lies. Then round to the nearest one. Example: √36 < √38 < √49 The two nearest perfect squares are 36 and 49 6 7__ Think! Since 38 is closer to 36 than 49, √38 is approximately equal to 6. Answer: √38 ≈ 6 3. ______ √19 _______ ______ _______ Answer:______________ 4. ________ −√103 ________ ________ ________ Answer:__________________ Explain why 225 is a perfect square. ______________________________________________ _____________________________________________________________________________ Is every natural number a rational number?___________________________________________________ Is every rational number a natural number?___________________________________________________ Always, sometimes, or never true? 1. A whole number is an integer. __________________ 2. A decimal number is an irrational number.____________ 3. An irrational number is a negative integer._______________ 4. An integer is a whole number.__________________ 5. A repeating decimal is a real number._______________ 6. A natural number is an integer._________________ 7. An integer is a whole number._________________ 8 A negative integer is a natural number.______________ Explain the difference between a) Natural numbers and Integers. _________________________________________________________________________________________________ _________________________________________________________________________________________________ b) Whole numbers and Rational numbers. _________________________________________________________________________________________________ _________________________________________________________________________________________________