If the pair of equations x +2y +70, 3x+ ky + 21 = 0 represent coincident lines ,then the value of k is 6.
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Answer:
The given equations are of the form
a
1
x+b
1
y+c
1
=0
and a
2
x+b
2
y+c
2
=0
where a
1
=1,b
1
=2,c
1
=7
and a
2
=2,b
2
=k,c
2
=14
The given equations will represent coincident lines if they have infinitely many solutions.
The condition for which is
a
2
a
1
=
b
2
b
1
=
c
2
c
1
⇒
2
1
=
k
2
=
14
7
⇒k=4
Hence, the given system of equations will represent coincident lines, if k=4.
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