Which of the following is a graph of y=x^2?
What do think it is?
A or C?
@AlexandervonHumboldt2
@Astrophysics
@ganeshie8
@Michele_Laino
Someone please help me!
for example, when I replace \(x=0\), I get: \(y=x^2=0^2=0\) so the point \((0,0)\) belongs to our parabola. Furthermore, when I replace \(x=2\), I get: \(y=x^2=2^2=4\) so also the point \((2,4)\) belongs to our parabola
ok
which graph? im confused
please, you have to search for the graph, which passes at points \((0,0)\) and \((2,4)\)
the last one? or first...
first graph passes at point \((2,2)\) so it is a wrong graph
is it the last one?
the last graph passes at point \((2,6)\), so also that graph is a wrong graph
its the third one... right?
why is it the third one?
because it passes at 2,4 right? i have no clue on this to be completely honest!
I see that the third one passes at point \((2,8)\), am I right?
Is it the second one? Im sorry that I am guessing this. This is one of the hardest subjects to me. I am usually good at doing this if someone gives me hints but this graph stuff is really hard for me. But, i guess since all of the other ones are not it then it has to be the second one... right?
that's right! It is the second graph :)
Thank you!!
:)
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