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Do these ratios form a proportion?\newline22 old bracelets for every 1616 new bracelets\newline11 old bracelet for every 1515 new bracelets\newlineChoices:\newline(A)yes\newline(B)no

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Q. Do these ratios form a proportion?\newline22 old bracelets for every 1616 new bracelets\newline11 old bracelet for every 1515 new bracelets\newlineChoices:\newline(A)yes\newline(B)no
  1. Write Ratios in Fraction Form: Write the ratio of 22 old bracelets for every 1616 new bracelets in fraction form.\newlineOld bracelets\text{Old bracelets} / New bracelets\text{New bracelets} = 2/162 / 16\newlineFraction form of the first ratio: 2/162 / 16
  2. Simplify Fractions: Write the ratio of 11 old bracelet for every 1515 new bracelets in fraction form.\newlineOld bracelets\text{Old bracelets} / New bracelets\text{New bracelets} = 1/151 / 15\newlineFraction form of the second ratio: 1/151 / 15
  3. Compare Simplified Fractions: Simplify the fractions to see if they are equivalent.\newlineFirst fraction: 216=18\frac{2}{16} = \frac{1}{8}\newlineSecond fraction: 115\frac{1}{15} remains the same.
  4. Compare Simplified Fractions: Simplify the fractions to see if they are equivalent.\newlineFirst fraction: 216=18\frac{2}{16} = \frac{1}{8}\newlineSecond fraction: 115\frac{1}{15} remains the same.Compare the simplified fractions.\newline18\frac{1}{8} is not equal to 115\frac{1}{15}.\newlineTherefore, the ratios do not form a proportion.

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