scispace - formally typeset
Search or ask a question

If 8÷n-3 is a natural number so what is n? 


Best insight from top research papers

If 8÷n-3 is a natural number, then n can be any value greater than or equal to 11. This is because when n is equal to 11, the expression 8÷n-3 evaluates to 1, which is a natural number. As n increases, the value of the expression also increases, resulting in a natural number. Therefore, any value of n greater than or equal to 11 will satisfy the condition.

Answers from top 5 papers

More filters
Papers (5)Insight
Open accessJournal Article
Fu-Tao Hu, Jun-Ming Xu 
01 Sep 2011-Ars Combinatoria
1 Citations
The value of n should be 6.
The given information does not provide any indication or calculation related to the value of n in the expression 8÷n-3.
Based on the information provided, it is not possible to determine the value of n that would make 8÷n-3 a natural number.
Open access
Ian Parberry, Dimitris Fotakis 
01 Jan 2015
4 Citations
The paper does not provide information about the value of n in the equation 8÷n-3.
Patent
Adolf Hubele, Otto Rohr 
04 Feb 1969
1 Citations
The information provided does not mention anything about the value of n in the given equation.

Related Questions

How is NO3 formed?5 answersNO3 is primarily formed through various pathways in the atmosphere. One significant mechanism involves the reaction of nitrogen dioxide (NO2) with ozone (O3), leading to the formation of the nitrate radical (NO3). Additionally, the nocturnal chemistry of N2O5 hydrolysis aloft contributes significantly to ground NO3- during pollution episodes in regions like the North China Plain. Furthermore, in drinking water distribution systems with corroded iron pipes, NO3- can promote the formation of nitrogen-containing disinfection byproducts (N-DBPs) through interactions with iron corrosion products and natural organic matter. Understanding the formation pathways of NO3 is crucial for designing effective emission control strategies to mitigate NO3 pollution, with factors like precursor emissions, atmospheric oxidation capacity, and meteorological conditions playing key roles.
How to prove the archimedian property for natural numbers?5 answersThe Archimedian property for natural numbers can be proven by showing that if a group has polynomial growth, then it is Archimedian. Additionally, a partial converse is also proven, stating that if a group is either finitely generated and solvable or connected and locally compact, then it is Archimedian if it has polynomial growth.
Does the Sum of All Natural Numbers Result in a Natural Number?5 answersThe sum of all natural numbers does not result in a natural number. This concept is explored in several papers. Codegone discusses the idea that the sum of natural numbers is equal to minus one divided by twelve, but this result is obtained through computations with non-convergent series. Manousos argues that the investigation of natural numbers should be done through their sum rather than their product, and presents a theorem that every natural number can be uniquely written as a linear combination of consecutive powers of 2. Gao shows that every natural number can be expressed as the sum of palindromes in any base. Banks also demonstrates that every natural number can be expressed as the sum of decimal palindromes.
How did the number notation develop since ancient times?5 answersThe development of number notation since ancient times can be understood through the accumulation and grouping of material devices that preceded them. Notations respond to the limitations of their predecessors and bring new capabilities and limitations to the cognitive system for numbers. They enable the representation of numbers at an unprecedented volume and motivate the development of algorithms based on numerical relations. Numerical representation can be notation-dependent or notation-independent, and recent evidence suggests that both types of representations may coexist in number processing. Different ancient numerations have been reviewed, and their advantages and drawbacks compared. The inventions of positional notation, zero, fraction bar, and decimal numbers required millennia and ideas from all over the world. Notations characteristically pass through stages of development, starting simple and becoming more complex, before a new higher-level notation is developed.
The natural quotient map?5 answersThe natural quotient map is a surjective continuous map onto a lower dimensional polyhedron that represents the Reeb space induced from a differentiable map of a given class. It is a class of maps of topological spaces called R-quotient maps. The natural quotient map is also used in constructing a natural map from the set [BG,BU(n)] into a set of characters of the Sylow p-subgroups of G. In addition, it is used in a decomposition theory for fuzzy cognitive maps, where the set of vertices of an FCM is partitioned into blocks and a quotient FCM is constructed. The natural quotient map is also related to the question of whether certain algebraic stacks are quotient stacks.
What does N mean in regression analysis?4 answers