The fix point through which the line `x(a+2b)+y(a+3b)=a+b` always passes for all values of a and b is:

Prove that the line x(a+2b) + y (a-3b)=a-b passes through a fixed point for different values of a and b . Also find the fixed point.

Prove that the line x(a+2b) + y (a-3b)=a-b passes through a fixed point for different values of a and b . Also find the fixed point.

If 5a + 4b + 20 c = t then the value of t for which the line ax+by+c-1 =0 always passes through a fixed point is

If 5a+4b+20c=t,then the value of t for which the line ax+by+c-1=0 always passes through a fixed point is

Show that the straight line (a + 2b) x + (a -3b)y + b -a = 0 always passes through a fixed point. Find the co-ordinate of that point.

Show that the straight lines given by x(a+2b)+y(a+3b)= a + b for different values of a and b pass through a fixed point.

If 5a+5b+20 c=t , then find the value of t for which the line a x+b y+c-1=0 always passes through a fixed point.

If 5a+5b+20 c=t , then find the value of t for which the line a x+b y+c-1=0 always passes through a fixed point.

If 5a+5b+20 c=t , then find the value of t for which the line a x+b y+c-1=0 always passes through a fixed point.

If 5a+5b+20 c=t , then find the value of t for which the line a x+b y+c-1=0 always passes through a fixed point.