(Solved): need help! 1. Given the equation \( |x-2|+y-1=0 \), fill in the following table and plot the points ...

1. Given the equation \( |x-2|+y-1=0 \), fill in the following table and plot the points \( (x, y) \), then sketch the graph of the equation. 2. Given the equation \( x+y^{2}-3=0 \), fill in the following table and plot the points \( (x, y) \), then sketch the graph of the equation. 3. Sketch the graph of the equation \( x^{2}-4 x+y^{2}=5 \) by plotting points (hint: \( x \) is between \( -1 \) and 5 ; i.e., \( -1 \leq x \leq 5 \) ). Then draw the graph by a graphing calculator. 4. Draw the graphs of the following equations using a graphing calculator. (i) \( x+3 y=6 \) (ii) \( y+1=x^{2} \) (iii) \( 2 x+y=x^{2} \) (iv) \( y-|x-3|=2 \) (v) \( x^{2}-4 x+y^{2}=5 \) (vi) \( x-y^{3}=2 \)