The pair of linear equations 4x + 6y = 3, 8x + 12y = k have infinite number of solutions if k =
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Answered by
2
Answer:
k =6
because then a1/a2 = b1/b2 will be equal to c1/cw
hence the lines will be coincident and therefore will have infinite number of solutions.
Answered by
0
For infinite solutions,
(a1/a2)=(b1/b2)=(c1/c2)
Here a1=4,a2=8,b1=6,b2=12,c1=-3
this from above described explanation,
-3/k = 1/2 => k= -6
Good Luck
(a1/a2)=(b1/b2)=(c1/c2)
Here a1=4,a2=8,b1=6,b2=12,c1=-3
this from above described explanation,
-3/k = 1/2 => k= -6
Good Luck
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