For what value of k, will the following system of linear equations have infinitely many solutions? 2x +3y = 4 and (k+2) x +6y = 3k + 2.
Answers
Answered by
6
here is your answer by Sujeet,
For infinitely many solution ,we must be have
a1/a2=b1/b2=c1/c2
putting value,
2/k+2=3/6=4/3k+2
2/k+2=1/2. or 1/2=4/3k+2
k+2=4. or 3k+2=8
k=4-2. or 3k=8-2
k=2. or. 3k=6
or k=6/3=2
then,
value of k=2
That's all
mark brainliest
For infinitely many solution ,we must be have
a1/a2=b1/b2=c1/c2
putting value,
2/k+2=3/6=4/3k+2
2/k+2=1/2. or 1/2=4/3k+2
k+2=4. or 3k+2=8
k=4-2. or 3k=8-2
k=2. or. 3k=6
or k=6/3=2
then,
value of k=2
That's all
mark brainliest
Answered by
7
Hey Mate ,
Here is the answer ,
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For infinitely many solutions :
a₁ = b₁ = c₁
a₂ b₂ c₂
=> 2 = 3 = -4
k+2 6 -(3k+2)
=> 2 = 1
k+2 2
=> 4 = k+2
=> k = 2
Also we can check by putting it in this,
1 = 4
2 3*2 + 2
=> 1 = 4
2 8
=> 1 = 1
2 2
Hence, k = 2.
______________________________________________________________
Hope this helped you !!
Please mark as brainliest !!
Here is the answer ,
______________________________________________________________
For infinitely many solutions :
a₁ = b₁ = c₁
a₂ b₂ c₂
=> 2 = 3 = -4
k+2 6 -(3k+2)
=> 2 = 1
k+2 2
=> 4 = k+2
=> k = 2
Also we can check by putting it in this,
1 = 4
2 3*2 + 2
=> 1 = 4
2 8
=> 1 = 1
2 2
Hence, k = 2.
______________________________________________________________
Hope this helped you !!
Please mark as brainliest !!
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of days one has taken the food in the mess. When a student a takes food for 20
days, she has to pay Rs 1000 as hostel charges, where as a student B who takes
food for 26 days, pays Rs 1180 as hostel charges. Find the fixed Charges and the
cost of the food per day.