0.63333 as a fraction Sabine could have entered 24 90, or an equivalent expressside and 0.26 from the other side.x = 0.26, you can subtract x from oneequation, and then solve for x. BecausSubtract 0.26 from each side of thehas 1 repeating digit.10r 2.610x-x 2.6- 0.269x 2.4*-4Write an equivalent fractionso that the numerator anddenominator are integers.2490such as 8 ÷30.Try It!Write the repeating decimal 0.63333... as a fraction.Write Decimals wiRepeating Digits aEXAMPLE 3Write 2.09 as a mixed number.Let x 2.09.The repeating decimarepeating digits, so mside of the equation100 x 100 2.09%3D100x-x 209.09 - 2.09

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Answered: Write the repeating decimal 0.63333...…

Math

Algebra

Write the repeating decimal 0.63333... as a fraction.

Algebra: Structure And Method, Book 1

(REV)00th Edition

ISBN:9780395977224

Author:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole

Publisher:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole

Chapter6: Fractions

Section6.1: Simplifying Fractions

Problem 39WE

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Question

0.63333 as a fraction

Sabine could have entered 24 90, or an equivalent express
side and 0.26 from the other side.
x = 0.26, you can subtract x from one
equation, and then solve for x. Becaus
Subtract 0.26 from each side of the
has 1 repeating digit.
10r 2.6
10x-x 2.6- 0.26
9x 2.4
*-4
Write an equivalent fraction
so that the numerator and
denominator are integers.
24
90
such as 8 ÷30.
Try It!
Write the repeating decimal 0.63333... as a fraction.
Write Decimals wi
Repeating Digits a
EXAMPLE 3
Write 2.09 as a mixed number.
Let x 2.09.
The repeating decima
repeating digits, so m
side of the equation
100 x 100 2.09
%3D
100x-x 209.09 - 2.09

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