Let G=Addictive Group of Integers. Write Out D Elements of the Subgroup H=2m:m Is an Integer. Also Write H+5?

Question by paul: Let G=addictive group of integers. write out d elements of the subgroup H=2m:m is an integer. also write H+5?

Best answer:

Answer by Vinnie
H seems to be all even numbers

H + 5 is all odd numbers greater or equal to 7

Answer by Don Quixote de la Mancha
H is the subgroup of all even integers, i.e. H={ 0, -2,+2,-4,+4,…}. H+5 is the set of all odd integers, i.e. H+5= { -1,+1,-3,+3,…}.

@Vinnie: The elements of H+5 are not necessarily greater or equal to 7, for instance 1 = -4 + 5 is included in H+5.

Legal high drug deaths soar in UK
Experts who compile the annual report of the National Programme on Substance Abuse Deaths based at St George's, University of London, say the number of deaths in which legal highs such as Meow, Meow and Benzo Fury, have been directly implicated …
Read more on The Guardian