If the vectors 2i + 3j, 5i + 6j, 8i + `lambda j` have their initial point at (1, 1) then the value of `lambda` so that the vectors terminated on one line is

The vectors 2 hati + 3 hatj , 5 hati + 6hatj and 8 hatj + lambda hatj have their initial points at (1, 1). The value of lambda so that the vectors terminate on one straight line, is

The vectors 2 hati + 3 hatj , 5 hati + 6hatj and 8 hati + lambda hatj have their initial points at (1, 1). The value of lambda so that the vectors terminate on one straight line, is

The vectors 2i+3 hat j ,5 hat i+6 hat j and 8 hat i+lambda hat j have initial points at (1, 1). Find the value of lambda so that the vectors terminate on one straight line.

The vectors 2i+3 hat j ,5 hat i+6 hat j and 8 hat i+lambda hat j have initial points at (1, 1). Find the value of lambda so that the vectors terminate on one straight line.

The vectors 2i+3hat j,5hat i+6hat j and 8hat i+lambdahat j have initial points at (1,1). Find the value of lambda so that the vectors terminate on one straight line.

The vectors 2 hat i+3 hat j ,5 hat i+6 hat j and 8 hat i+lambda hat j have initial points at (1, 1). Find the value of lambda so that the vectors terminate on one straight line.