(a_(1))/(a_(2))=(b_(1))/(b_(2))=(c_(1))/(c_(2))

By comparing the ratios (a_(1))/(a_(2)), (b_(1))/(b_(2)), (c_(1))/(c_(2)) , find out whether the lines represented by the following pairs of linear equations intersect at a point, are parallel or are coincident 9x+3y+12=0, 18x+6y+24=0

If (a_(1))/(a_(2)) = (b_(1))/(b_(2)) ne (c_(1))/(c_(2)) , then the pair of linear equations has

On comparing the ratios (a_(1))/(a_(2)),(b_(1))/(b_(2)) and (c_(1))/(c_(2)) find out whether the following pair of linear equations are consistent, or inconsistent. (4)/(3)x+2y=8,2x+2y=12

On comparing the ratios (a_(1))/(a_(2)),(b_(1))/(b_(2)) and (c_(1))/(c_(2)) find out whether the following pair of linear equations are consistent, or inconsistent. 3x+2y=5, 2x-3y=7

On comparing the ratios (a_(1))/(a_(2)),(b_(1))/(b_(2)) and (c_(1))/(c_(2)) find out whether the following pair of linear equations are consistent, or inconsistent. 2x-3y=8, 4x-6y=9

On comparing the ratios (a_(1))/(a_(2)),(b_(1))/(b_(2)) and (c_(1))/(c_(2)) find out whether the following pair of linear equations are consistent, or inconsistent. (3)/(2)x+(5)/(3)y=7, 9x-10y=14

On comparing the ratios (a_(1))/(a_(2)),(b_(1))/(b_(2)) and (c_(1))/(c_(2)) find out whether the following pair of linear equations are consistent, or inconsistent. 5x-3y=11,-10x-10x+6y=-22