vulgar fraction वाक्य
उदाहरण वाक्य
मोबाइल
- Many of the calculations throughout Fibonacci's book involve numbers represented as Egyptian fractions, and one section of this book provides a list of methods for conversion of vulgar fractions to Egyptian fractions.
- If the resulting vulgar fraction can be resolved in lower terms than specified denominator, it is resolved, but due to algorithm limitation fractions with relatively large numerators / denominators may be left unresolved.
- Only a limited number of symbols are available in Transport, mainly those commonly used in road signs, such as apostrophes, the pound sign and certain vulgar fractions such as ?and S !.
- "' Grade of service "'is the probability of a call in a circuit " group " being blocked or delayed for more than a specified interval, expressed as a vulgar fraction or decimal fraction.
- When adding, subtracting, or comparing vulgar fractions, it is useful to find the least common multiple of the denominators, often called the lowest common denominator, because each of the fractions can be expressed as a fraction with this denominator.
- As the values in an SI expression are always decimal ( i . e . without vulgar fractions ) and mixed units ( such as " feet and inches " ) are not used with SI, measurements are easy to add or multiply.
- The period of the mean synodic month can be approximated as 29 + 26 / 49 days ( a more accurate vulgar fraction is 29 + 451 / 850; the Hebrew calendar uses 29 + 12 hours + 793 / 1080 hours ).
- Vulgar fractions can be represented by using one hand to represent the numerator and one hand to represent the denominator; a spectrum of rational numbers can be represented this way, ranging from 1 / 31 to 31 / 1 ( as well as 0 ).
- : I am not acquainted, whether this curious property of vulgar fractions has been before pointed out ?; or whether it may admit of any easy or general demonstration ?; which are points on which I should be glad to learn the sentiments of some of your mathematical readers; &
- In his paper Cauchy referred to the mediant as a remarkable property of ordinary fractions observed by M . J . Farey . Thus, an ordered sequence of all vulgar fractions with denominators less than a given value became known as a Farey sequence rather than perhaps more rightfully as either a Chuquet sequence or a Haros sequence.
- The approximation of " & pi; " was achieved by squaring a circle, increasingly ( i . e . for the denominator in terms of setats : 9, 18, 36, 72, and 81, Gillings, page 141 ) until the vulgar fraction 256 / 81 was reached, the only relationship that was used in the Egyptian Middle Kingdom.
- For example, Ahmes divided 28 by 97, in RMP 31 ( confirmed in RMP 34 ) by solving : x + ( 2 / 3 + 1 / 2 + 1 / 7 ) x = 33 and x + ( 2 / 3 + 1 / 2 + 1 / 7 ) x = 37 as other vulgar fraction problems were solved in the Kahun Papyrus and Rhind Papyrus 2 / n tables.
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