Reduce the following equations to the normal form and find p and α in

1.	Reduce the following equations to the normal form and find p and α in each case : (i) x+√3 y−4=0 (ii) x+y+√2=0 (iii) x−y+2 √2=0 (iv) x−3=0 (v) y−2=0
Answer» Reduce the following equations to the normal form and find p and $α$ in each case : $(i) x + \sqrt{3} y - 4 = 0$ $(i i) x + y + \sqrt{2} = 0$ $(i i i) x - y + 2 \sqrt{2} = 0$ $(i v) x - 3 = 0$ $(v) y - 2 = 0$

Reduce the following equations to the normal form and find p and α in each case : (i) x+√3 y−4=0 (ii) x+y+√2=0 (iii) x−y+2 √2=0 (iv) x−3=0 (v) y−2=0

Answer»

Reduce the following equations to the normal form and find p and $α$ in each case :

$(i) x + \sqrt{3} y - 4 = 0$ $(i i) x + y + \sqrt{2} = 0$ $(i i i) x - y + 2 \sqrt{2} = 0$ $(i v) x - 3 = 0$ $(v) y - 2 = 0$