Help please !!!!!!!!! I just want to be sure if I m correct or not. Given the sequence of numbers: 5, 6, 8, 11, 15, 20, 26, 33, 41,… Explain whether or not this sequence can be considered a function. These number are not a function because these number does not have input and output relationship, since numbers does not have input and output relationship, it cannot be a function. Although there is a x value repeat itself such as (5,15) (5,20). That's why, It cannot be a function
@amistre64 can you check this one?
@wolfe8 can you check my answer?
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@hartnn can you check this?
i would say input variable(x) could be assumed and the sequence for output variable y is given. based on which we can form a function y= f(x) = 5+ x(x-1)/2 which is indeed a function
how will able to know if those are function or not? Please help me
i'll tell u a case when we can say its not a function, let we have pairs of numbers as (1,2),(1,4),(2,4) in this case , if you observe, the x value of '1' maps to 2 different y values. only in such cases, those pairs does not form a function, and they are just a relation. in our question, i 'assumed' that x values do not repeat, which makes the pairs as a function. even i am in some doubt whether to assume that and call this sequence a function or to not assume and call it 'not a function' you might wanna take a second opinion.
if we don't assume anything, then you are absolutely correct, including the reason you gave.
okay (5,15) (5,20) ( 11, 41) (6,33). you mean like this?
yes, thats would not be a function. as f(5) cannot be determined whether it will be 15 or 20
okay then I am right way I stated but I do have to showed to like this?
the input sequence is not given at all ?
I mean, I do have to show it like this in order pair way I showed you . right?
if you are answering that its not a function, then yes, you can show the example in ordered pairs
okay, can you tell me if my answer is absolutely correct or there still some error?
the question is itself unclear to me, they should have given you input sequence. But, given that question, i would say yes, your reasoning is correct.
okay thanks so much for helping !!!!!!!!! Sorry I kept you here quite long :(
no problem :)
thanks a lot again for your precious time :) you are too cool and amazing more than Goku :)
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