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How can two equivalent fractions be made from this question - Arrange each set of digits in the fractin boxes to make each equivalent - 3 4 6 12?
If you have something like this:
a / b = c / d
then your task is to find which of the numbers 3, 4, 6, 12 go in each position.
There are six fractions that can be formed from these four integers alone:
3/4
3/6 = 1/2
3/12 = 1/4
4/6 = 2/3
4/12 = 1/3
6/12 = 1/2
You could also consider the reciprocals of these, but the results would be the same.
The only ones listed that are equal are 3/6 and 6/12, but you have to reuse the 6. I don't know if you are allowing that. If you allow reuse, then you could also compare 3/3 to 4/4, et cetera.
Otherwise, the problem cannot be solved, without providing additional information. Perhaps some of the boxes mentioned in the question are accompanied by a corresponding numerator or denominator that was not part of the question?
What else can I help you with?
How do you convert 25.3 into fractin notation?
It is 25 3/10.
How do you convert a fractin into a decimal?
Divide the numerator by the denominator, using long division if necessary.
How do you use fractions with number lines?
well it is easy because you know how between every while nomber there is a decimal, like 0.5, and there are fractins, like 1/2. If you look at using decimals, then it is the same thing as using fractins because all decimals equal a fractin like 0.5 = 1/2 or .1 = 1/10, just replace deecimals with fractions and there you have it! Answer is from a girl un-named, Anonymous! ;D
What is 0.123 (3 repeating) as a fractin?
To convert the repeating decimal ( 0.123\overline{3} ) into a fraction, let ( x = 0.123333\ldots ). Multiplying both sides by 10 gives ( 10x = 1.23333\ldots ). Then, multiplying by 1000 gives ( 1000x = 123.333\ldots ). Subtracting these equations (1000x - 10x) results in ( 990x = 122.1 ), which simplifies to ( x = \frac{122.1}{990} ), or further simplifying results in ( \frac{1221}{9900} ). Finally, reducing this fraction yields ( \frac{407}{3300} ).
What is the name of a fractin which is worth th same but has different number?
It is an equivalent fraction
What is 0.55 as a fractin in simplest form?
11/20
What is 3 and four fives when you turn it into a fractin?
3 4/5
What is 3.04 as a fractin?
3.04 = 3 and 4/100 = 304/100
How do you convert 25.3 into fractin notation?
It is 25 3/10.
How do you convert a fractin into a decimal?
Divide the numerator by the denominator, using long division if necessary.
How do you use fractions with number lines?
well it is easy because you know how between every while nomber there is a decimal, like 0.5, and there are fractins, like 1/2. If you look at using decimals, then it is the same thing as using fractins because all decimals equal a fractin like 0.5 = 1/2 or .1 = 1/10, just replace deecimals with fractions and there you have it! Answer is from a girl un-named, Anonymous! ;D
What fractin of 1l is 1000ml?
One liter (1 L) is equal to 1000 milliliters (ml). Therefore, the fraction of 1 L that 1000 ml represents is 1000 ml / 1 L, which simplifies to 1. This means that 1000 ml is equivalent to the whole of 1 liter.
What is 0.123 (3 repeating) as a fractin?
To convert the repeating decimal ( 0.123\overline{3} ) into a fraction, let ( x = 0.123333\ldots ). Multiplying both sides by 10 gives ( 10x = 1.23333\ldots ). Then, multiplying by 1000 gives ( 1000x = 123.333\ldots ). Subtracting these equations (1000x - 10x) results in ( 990x = 122.1 ), which simplifies to ( x = \frac{122.1}{990} ), or further simplifying results in ( \frac{1221}{9900} ). Finally, reducing this fraction yields ( \frac{407}{3300} ).
