Reduce to breakpoint at that time your reciprocal will be equal to your product of fraction.
Expanding fractions
When reducing fractions to their lowest terms or finding the LCD of fractions
factor
48/80 = 3/5
3/7 + 6/8 = 24/56 + 42/56 (multiply first fraction by 8 and second fraction by 7) = 66/56 (add the fractions now they have common denominators) = 33/28 (simplify by reducing the fraction by a factor of two) = 1 and 5/28
Expanding fractions
If you mean 6/30 then it is 1/5 as a reduced fraction
in reducing fractions deviden the numerator by denominator
Reducing improper fraction with denominators of 10 less
There are a couple rules to abide by when reducing fraction in math. To make an even fraction, one has to make sure that the smaller number is on top. To make an improper fraction, put the bigger number on top.
14.75 as a fraction is 1475/100. Reducing that by prime factorization gives you 59/4. Converting that into proper fractions gives you 14 and 3/4.
The fraction 1/2 (one half) is the same as the ratio 1 to 2 (written 1:2) Simply turn the fraction bar into a colon, after reducing the fraction.
They are useful in reducing fractions and to simplify radicals. They are useful in reducing fractions and to simplify radicals.
When you are reducing fractions.
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When reducing fractions to their lowest terms
Yes that is the most effective approach in reducing fractions and finding their lowest common denominator.