Which of the following points lie on the y-ax | vedclass

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(C, D, E, G) We know that if a point lies on the $y$-axis,its abscissa ($x$-coordinate) must be $0$. Therefore,the coordinates of such a point are of

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(C, D, E, G) We know that if a point lies on the $y$-axis,its abscissa ($x$-coordinate) must be $0$. Therefore,the coordinates of such a point are of the form $(0, y)$.Checking the given points:$A(1,1)$: $x=1 
eq 0$$B(1,0)$: $x=1 
eq 0$$C(0,1)$: $x=0$ (Lies on $y$-axis)$D(0,0)$: $x=0$ (Lies on $y$-axis)$E(0,-1)$: $x=0$ (Lies on $y$-axis)$F(-1,0)$: $x=-1 
eq 0$$G(0,5)$: $x=0$ (Lies on $y$-axis)$H(-7,0)$: $x=-7 
eq 0$$I(3,3)$: $x=3 
eq 0$Thus,the points that lie on the $y$-axis are $C(0,1), D(0,0), E(0,-1),$ and $G(0,5)$.

Which of the following points lie on the $y$-axis?
$A(1,1), B(1,0), C(0,1), D(0,0), E(0,-1)$
$F(-1,0), G(0,5), H(-7,0), I(3,3)$

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Which of the following points lie on the $y$-axis?$A(1,1), B(1,0), C(0,1), D(0,0), E(0,-1)$$F(-1,0), G(0,5), H(-7,0), I(3,3)$