Express the following linear equations in the form $ax + by + c = 0$ and indicate the values of $a$, $b$ and $c$ in each case : $2 x+3 y=9.3 \overline{5}$
We have $2 x+3 y=9.3 \overline{5}$
$\therefore$ $(2) x+(3) y+(-9.3 \overline{5})=0$
Comparing it with $a x+b x+c=0,$ we have $a=2, b=3$ and $c=-\,9.3 \overline{5}$.
Check the solutions of the equation $x -2y = 4$ and which are not : $(2,\,0)$
Given the point $(1,\, 2)$, find the equation of a line on which it lies. How many such equations are there ?
Express the following linear equations in the form $ax + by + c = 0$ and indicate the values of $a$, $b$ and $c$ in each case : $-2 x+3 y=6$
Find four different solutions of the equation $x + 2y = 6.$
Check the solutions of the equation $x -2y = 4$ and which are not : $(\sqrt{2},\, 4 \sqrt{2})$