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What are the two equivalents fraction for 6over16?
"The two" equivalent fractions is incorrect - there are infinitely many equivalent fractions, not just two.
What is the equivalent fraction for 1215?
1215 = 12150/10
What are two equivalent fractions for 12 over 48?
120/480 and 1200000/4800000 are two equivalent fractions.
What are two equivalent fractions for 10-20?
30
What are two equivalent fractions to 4 28?
two equivalent fractions to 4/28 = 1/7, 8/56
List the fractions that are equivalent to 1215?
To find fractions equivalent to 1215, we need to divide 1215 by a common factor. The prime factorization of 1215 is 3 x 3 x 3 x 3 x 3 x 3 x 5. So, any fraction where both the numerator and denominator are multiples of these prime factors will be equivalent to 1215. For example, 2430/2, 405/3, and 135/5 are all equivalent fractions to 1215.
is 12/15 a improper faction?
Yes Important: 1215 looks like a fraction, but it is actually an improper fraction. 810 is equivalent to 1215 because 4 Ă— 25 Ă— 2 = 810 1215 is equivalent to 1215 because 4 Ă— 35 Ă— 3 = 1215
What are the two equivalents fraction for 6over16?
"The two" equivalent fractions is incorrect - there are infinitely many equivalent fractions, not just two.
Two fractions that represent the same point on the number line?
Write two fractions that the point on the number line represent
What is the equivalent fraction for 1215?
1215 = 12150/10
What are two equivalent fractions for 12 over 48?
120/480 and 1200000/4800000 are two equivalent fractions.
What are two equivalent fractions for 10-20?
30
Two fractions that represent the same number?
Equivalent Fractions
What are two equivalent fractions for 20 and 32?
adding fractions
What are the 2 fractions equivalent to 0.6?
6/10 and 3/5 are two fractions equivalent to 0.6. There are an infinite number of fractions equivalent to 0.6.
What are two equivalent fractions for 7 8?
14/16 and 21/24 are two equivalent fractions to 7/8
What are two equivalent fractions to 6 18?
Two equivalent fractions for 6/18 are 3/9 and 1/3.
