Question in the comments
i think it might be the second one because if you have a line going down, it doesnt cross two points
Which one do you think?
hint: a function \(y=f(x)\), is a relation between two variables, namely \(x,y\), such that for each vaòue of \(x\), we have one and \(only\) one value of \(y\)
oops.. value*
To find an answer you would see if there is a pattern between \(\large{x}\) and \(\large{y}\) one example is c... We have \(\large{1}\) and \(\large{x}\) and \(\large{1}\) as \(\large{y}\) so how would you get from 1 to 1 well you would add zero....so continue this to see if it is in fact a function well \(\large{2+0=2~not~1}\) so C is in fact not a function...
We have 1 as x*
if you see x repeats it is not a function
The answer is the 2nd one... because the domain is not repeated.
Ms-Brains do you understand?
Join our real-time social learning platform and learn together with your friends!