## Numerator Sentence Examples

- A simple fraction with ioo for denominator, can be expressed by writing the two figures of the
**numerator**(or, if there is only one figure, this figure preceded by o) with a dot or " point " before them; thus 76 means 76%, or 17 -6 6 o. - A fractional number is called a proper fraction or an improper fraction according as the
**numerator**is or is not 3 less than the denominator; and an expression 4 such as 24 is called a mixed number. - Hence the value of a fraction is not altered by substituting for the
**numerator**and denominator the corresponding numbers in any other column of a multiple-table (§ 36). - Thus to divide by a fractional number we must multiply by the number obtained by interchanging the
**numerator**and the denominator, i.e. - Fraction in its Lowest Terms.-A fraction is said to be in its lowest terms when its
**numerator**and denominator have no common the more correct method is to write it a: b. - Thus 2 is equal to -, and a is equal to -16°, and conversely; in other words, any fractional number is equivalent to the fractional number obtained by multiplying or dividing the
**numerator**and denominator by any integer. - - A fraction (or fractional number), the
**numerator**or denominator of which is a fractional number, is called a complex fraction (or fractional number), to distinguish it from a simple fraction, which is a fraction having integers for**numerator**and denominator. - By means of the present and the preceding sections the rule given in § 63 can be extended to the statement that a fractional number is equal to the number obtained by multiplying its
**numerator**and its denominator by any fractional number. - The Babylonians expressed numbers less than r by the
**numerator**of a fraction with denominator 60; the**numerator**only being written. - In the case of fractions of the more general kind, the
**numerator**was written first with ', and then the denominator, followed by ", was written twice. - B,, Y the
**numerator**(or denominator) of the last preceding term by the corresponding quotient and adding the**numerator**(or denominator) of the term before that. - - When a fraction cannot be expressed by an integral percentage, it can be so expressed approximately, by taking the nearest integer to the
**numerator**of an equal fraction having ioo for its denominator. - If we write 74 in the form 47 we may say that the value of a fraction is not altered by multiplying or dividing the
**numerator**and denominator by any number. - The modern system of placing the
**numerator**above the denominator is due to the Hindus; but the dividing line is a later invention. - 1 A2B' Where The Denominator Factors Indicate The Forms Themselves, Their Jacobian, The Invariant Of The Quadratic And Their Resultant; Connected, As Shown By The
**Numerator**, By A Syzygy Of Degreesorder (2, 2; 2).