![]() This is especially true for the case of recurring decimals. Therefore, operations and comparisons of decimal numbers is quite straightforward.Ģ) In some cases, the fraction notation is much more useful. $$ 1.625 = $$ĭecimal to fraction conversions (and vice versa) arise in different situations in science and technology.ġ) It is much easier to do arithmetic operations using decimals compared to fractions, as we do not need to find the LCM. This can be done by writing the numerator as the decimal number itself and the denominator as 1. Given below are the steps to convert this decimal to a fraction.ġ) Write the decimal number in the form of a fraction. Combining these two together gives the mixed fraction 1 ½, which indicates one whole pizza and ½ part of another pizza.Ĭonsider the fraction 1.625. ![]() The one whole pizza represents the whole number, which is 1 in this case, and ½ is the fractional part. Suppose one whole pizza and one half of another pizza have been given as shown here. As a fraction, this can be written as 75/100, which is equivalent to ¾ in its simplest form.Ĭonsider a pizza cut into 4 slices. ![]() So, ‘a’ is the whole number ‘b’ is the decimal part. They are represented in the form a.b, where the whole number part and the fractional part are separated by a decimal point. It is an alternative representation for fractional numbers. Since the numerator is lesser than the denominator, it is a proper fraction.Ī decimal number is a non-integer number, and it has a decimal point. Mixed fraction, where 2 is the whole number and ¼ is the fractional part. A mixed fraction (also called a mixed number) is a fraction which has a whole part and a fractional part. In a proper fraction, the numerator is lesser than the denominator, whereas it is the opposite for an improper fraction. Fractions are of three types: Proper fraction, improper fraction and mixed fraction. A fraction is a number of the form a/b, where b ≠ 0. ![]()
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