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Esperanza Hahn
Wiki User
∙ 10y agoLet k be any non-zero number. Then 0/k is an equivalent fraction.
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When a fraction has the same numerator and denomenator what does the fraction equal?
It is equal to 1
What is the fraction that is equal to 1.35?
fraction that is equal to 1.35 = 135/100 or 27/20
Identify the fraction equal to the decimal 0.33 What is the answer?
0.33 is equal to 33/100 as a fraction.
What is the fraction 912 equal to with the numerator 81?
There is no such fraction.
A fraction whose numerator is equal to or greater than denominator?
a fraction that has a numerator equal to the denominator is one: a fraction who's numerator is greater that the denominator is an improper fraction.
What fraction of an inch is .04?
.04 inches is equal to 4/100 or 1/25 of an inch, which is less than 1/16 of an inch.
When the numerator of a fraction is equal to its denominator the fraction is equal to?
It is equal to 1.
Do you divide equivalent fractions?
Any fraction divided by an equivalent fraction will always equal one.Any fraction divided by an equivalent fraction will always equal one.Any fraction divided by an equivalent fraction will always equal one.Any fraction divided by an equivalent fraction will always equal one.
What fraction is equal to 416?
416 is an integer and not equal to a fraction.
When can volume fraction be equal to mole fraction?
The volume fraction of a substance is equal to the mole fraction for ideal gas mixture
What fraction does 0.01 equal?
0.01 is equal to 1/100 in fraction
When a fraction has the same numerator and denomenator what does the fraction equal?
It is equal to 1
What fraction is equal to .9?
As a fraction 0.9 is equal to 9/10
What percent is equal to the fraction 1325?
1325 is an integer, not a fraction. It is equal to 132500%.
What is 4.3 equal to as a fraction?
4.3 equal to as a fraction = 43/104.3 * 10/10 = 43/10 in fraction
What fraction is 04 percent?
.04% = 0.0004 = 4/10000 = 1/2500
What is every fraction equivalent to?
There is NO fraction that is equal to EVERY fraction.
