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Q: How do the numerator and denominator of a fraction compare with the dividend and divisor of a division expression?

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The divisor becomes the denominator and the dividend becomes the numerator.

A fraction such that the divisor (denominator) is zero is undefined. Such a division is expressed as x/0 where x is the dividend (numerator). In ordinary arithmetic, the expression has no meaning so division by zero is undefined.

You could write "divided by" between the expression for the numerator and the expression for the denominator.

We have to put the dividend in the numerator and divisor in the denominator. For e.g, 4 by 8=4/8

The "quotient" is the solution to a division problem. For example: in the problem 147/7 = 21 147 is the dividend (or numerator,) 7 is the divisor (or denominator,) and 21 is the quotient. If there is anything left over after the division, that would be called the remainder. Note that the terms numerator and denominator are usually used in the context of fractions whereas dividend and divisor are used in the context of division. However, those contexts are equivalent, since fractions are really an expression of a division problem.

No. The bottom number (denominator) is the divisor. The top number (numerator) is the dividend. eg 3/5 = 3 ÷ 5 3 is the dividend, 5 is the divisor.

Fractions are related to division because the top of the fraction is the numerator or the dividend of the fraction and the bottom of the fraction is the denominator or the divisor of the fraction.

Well, when you divide you get fraction, the thing above the line is called your numerator and the thing below your line is called the denominator. Then, your numerator is divided by you denominator. For example, 10/2 where 10 is your numerator and 2 is your denominator this mean 10 divided by 2 =5

The numerator goes in the division box.

30 = numerator or dividend 5 = denominator or divisor (and 6 = quotient)

division

The solidus. The division bar.

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