Ask a New Question
Search
Does there exist a set S consisting of rational numbers with the following property: for every integer n there is a unique nonempty, finite subset of S, whose elements sum to n?
1 answer
Yes
Ask a New Question
or
answer this question
.
Similar Questions
Apply the Closure Property to predict the answer. Will the sum of 25−−√ and 18 be an irrational or rational number?(1
1 answer
Describe all the sets and subsets the number −34 belongs to.(1 point)
Responses Rational Numbers Rational Numbers Rational
3 answers
Sons and products of rational numbers practice in the proof that the sum of rational numbers a over b and c over d where a, b,
1 answer
Apply the Closure Property to predict the answer. Will the sum of 25−−√ and 1/8 be an irrational or rational number?(1
1 answer
more similar questions