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Why when dividing fractions with the same denominator you can find the quotient by dividing the numerators.?

Suppose the two fractions are b/f and c/d.Then (b/d)/(c/d) = (b/d)*(d/c) = (b*d)/(c*d) = b/d.


What does quotient mean for math dividing in fractions?

In division, the quotient means the answer, the sum, difference, or product.


Which has greater quotient 376 divided by 93 or 376 divided by 93.1?

The two numerators are the same. The first denominator is smaller so the quotient is larger.


Why does 376.0 divided by 93 have a greater quotient then 376 divided by 93.01?

The two numerators are the same. The first denominator is smaller so the quotient is larger. As a result the first quotient is greater.


How do you convert fractions to percentges?

-- Divide the numerator by the denominator.-- Multiply the quotient by 100 .


What are numbers written as a quotient of two integers where denominator is not 0?

They are rational fractions.


What is the quotient of three fourths divided by three?

The quotient is 1/3, that is one fourth. You divide fractions by dividing its numerator (3 divided by 3=1), if it is possible or you multiply its denominator (4x3=12, so 3/12 =1/4).


What is the answer in How can you tell that a fraction is a unit fraction?

1) If the numerator and denominator are equal 2) If dividing the numerator by the denominator yields a quotient of 1 with no remainder


Which poblem will have greater quotient 376.0 divided by 93 or 376 divided by 93.01 explain how you know?

376.0/93 The numerical values of both the numerators are the same. In the second case the denominator is larger and so the quotient will be smaller.


Why is the quotient of two fractions always greater than either fraction less than 1?

When both fractions are less than 1, their values are represented by numbers between 0 and 1. Dividing one fraction by another (where both are less than 1) effectively involves multiplying by the reciprocal of the denominator, which is greater than 1. This means the quotient will yield a result that is larger than either of the original fractions. Thus, the quotient of two fractions, both less than 1, will always be greater than either fraction.


When you divide two fractions how can you tell if the quotient is greater then 1?

To determine if the quotient of two fractions is greater than 1, compare the two fractions directly. If the numerator (the first fraction) is greater than the denominator (the second fraction), the quotient will be greater than 1. Alternatively, you can convert the division of fractions into multiplication by flipping the second fraction and multiplying; if the result is greater than 1, the original quotient is also greater than 1.


Can a quotient have anything to do with fractions?

Yes. The line in a fraction can be read as "divided by." When you convert a fraction to a decimal, the decimal is the quotient of the numerator and the denominator. 3/8 = 3 divided by 8 = 0.375