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Could you explain restrictions to the domain and range of a sequence.(arithmetic and geometric sequence) please...
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@perl
been stuck on this for a while. :(
For me it is easiest to think of sequences as functions with domain of integers. for example the sequence f(n) = 2*n, lets assume the domain is n=1,2,3,.. that gives us the sequence 2*1, 2*2, 2*3, 2*4, ... 2*n , ...
okay, so here are my numbers 3,6,9 and 4,8,16
still there @perl?
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yes
3,6,9 can be represented by the rule f(n) = 3*n the domain will be 1,2,3 in that case
have any ideas? i'm very lost...
oooohhhh, i get it thank u soooo much @perl :)
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