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Question

Question
Identifying Rational and Irrational Numbers Name: sqrt81 56.5 bar(191) sqrt83 24 pi 90.790170 dots dots 60//52 70.300722 22 14 22//38 23//24 46.547415 Answers qquad qquad qquad qquad qquad qquad qquad qquad qquad qquad qquad qquad

Asked By MidnightDreams92 at

Answered By Expert

Alvin

Expert · 2.1k answers · 2k people helped

Answer

1) R2) R3) I4) I5) I6) R7) R8) R9) R10) R11) R12) R

Explanation

1) The square root of 81 is 9, which is a whole number. Therefore, it is a rational number.2) 56.5191 is a decimal number that terminates. Therefore, it is a rational number.3) The square root of 83 is approximately 9.1104 and it does not terminate or repeat. Therefore, it is an irrational number.4) 24\pi is approximately 75.3982 and it does not terminate or repeat. \pi is a well-known irrational number, so any non-zero multiple of \pi is also irrational.5) 90.790170…… suggests that the number does not terminate or repeat. Therefore, it is an irrational number.6) 60/52 is a fraction, and all fractions are rational numbers.7) 70.300722 is a decimal number that terminates. Therefore, it is a rational number.8) 22 is a whole number. Therefore, it is a rational number.9) 14 is a whole number. Therefore, it is a rational number.10) 22/38 is a fraction, and all fractions are rational numbers.11) 23/24 is a fraction, and all fractions are rational numbers.12) 46.547415 is a decimal number that terminates. Therefore, it is a rational number.