If the lines drawn to the linear equations of the type a1 x c1 = 0 and

1.	If the lines drawn to the linear equations of the type a1 x c1 = 0 and a2 x +b2 y +c2 =0 are coincident on each other then the correct relation among the following is ?
Answer» Step-by-step explanation: In CASE of infinite many solutions ratio of the coefficients of the equations must be same. Thus for the equations too have infinite solutions taking the RATIOS we GET the conditiona =A2A 1 = b2b1 = c2c 1

If the lines drawn to the linear equations of the type a1 x c1 = 0 and a2 x +b2 y +c2 =0 are coincident on each other then the correct relation among the following is ?

Answer»

Step-by-step explanation:

In CASE of infinite many solutions ratio of the coefficients of the equations must be same.

Thus for the equations too have infinite solutions taking the RATIOS we GET the conditiona

=A2A 1

= b2b1

= c2c 1

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If the lines drawn to the linear equations of the type a1 x c1 = 0 and a2 x +b2 y +c2 =0 are coincident on each other then the correct relation among the following is ?​

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If the lines drawn to the linear equations of the type a1 x c1 = 0 and a2 x +b2 y +c2 =0 are coincident on each other then the correct relation among the following is ?