The fractions \[\frac{2}{4},\frac{3}{6},\frac{4}{8}\] and \[\frac{5}{10}\] are each equivalent to\[\frac{1}{2}\]. Which of the following statements represents the relation between the numerator and denominator of the fractions given above?

The numerator is 2 more than the denominator.

The numerator is twice the denominator.

The denominator is twice the numerator.

The denominator is 2 more than the numerator.

The fractions \[\frac{2}{4},\frac{3}{6},\frac{4}{8}\] and \[\frac{5}{1

1.	The fractions \[\frac{2}{4},\frac{3}{6},\frac{4}{8}\] and \[\frac{5}{10}\] are each equivalent to\[\frac{1}{2}\]. Which of the following statements represents the relation between the numerator and denominator of the fractions given above?
A.	The numerator is twice the denominator.
B.	The denominator is twice the numerator.
C.	The numerator is 2 more than the denominator.
D.	The denominator is 2 more than the numerator.
Answer» C. The numerator is 2 more than the denominator.

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The fractions \[\frac{2}{4},\frac{3}{6},\frac{4}{8}\] and \[\frac{5}{10}\] are each equivalent to\[\frac{1}{2}\]. Which of the following statements represents the relation between the numerator and denominator of the fractions given above?

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