Let R be a ring: since R is an abelian group under +, na has meaning for us for n in Z, a in R. Show that (na)(mb)=(nm)(ab) if n,m are integers and a,b in R.
Please show steps. Thanks!
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Let R be a ring: since R is an abelian group under +, na has meaning for us for n in Z, a in R. Show that (na)(mb)=(nm)(ab) if n,m are integers and a,b in R.
Please show steps. Thanks!
you've posted a lot of questions, i can't help but think you want us to do your homework for you :pQuote:
Originally Posted by mpryal
anyway, use what na and mb means...
what does this have to do with quotient rings?