11.5 Year End Review Name: ___________________________________Per._______ Chapter 5 β Rational/Irrational Numbers π 1. A square has an area of ππ in2. Determine the length of each side. Justify your answer. a) 4 in. b) π π in. c) π π in. d) π in. ππ Justify: _______________________________ 2. Find the edge length of a cube with the given volume. Show your work. a. V= 64 cm3 b. V = 8 in3 3. Write the following rational numbers as fractions. Reduce to LOWEST TERMS. a. 0.6 b. 3.21 c. 0.545454β¦. 4. Determine whether the number is rational or irrational. Justify each answer. 3 a) β125 Rat/Irrat? Justify: d) 4.333 Rat/Irrat? Justify: b) β125 Rat/Irrat? Justify: e) -Ο Rat/Irrat? Justify: π c) 4.333333β¦ Rat/Irrat? Justify: f) π Rat/Irrat? Justify: 5. Place the following 12 numbers in the appropriate boxes below. 0.64125β¦., 0, - 9, 7, 0.47, 11.444β¦ , 3 4 3 , β17 , Ο , - β16 , - β11 , 3 β27 6. β44 Lies between which two integers? Justify your answer. a) between 40 and 50 b) between 6 and 7 c) between 12 and 13 Justify: ______________________________________________ π KEY: 1) ¼ in. b/c ( ¼ )2 = ππ 3) 3 π ππ Irrational: 0.64125... β17 -β11 Ο πππ π πππ ππ 3 5) Natural: 7, β27 Whole: 0 Integers: - β16 -9 Rational: 0.47 3 4 11.444β¦
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