If x= 2k+2 and y= 4K-1 a solution 4n-3y+1=0 find the value of k
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Given , 2x-3y = 7 ______ (1)
(k+1) x + (1-2k) y = 5k - 4 ______ (2)
Here a1=2,b1=−3,c1=7
a2=k+1,b2=1−2k,c3=5k−4
Since equations (1) and (2) have infinite solutions
a2a1=b2b1=c3c1
⇒k+12=1−2k−3=5k−47
∴k+12=1−2k3
⇒2(1−2k)=−3(k+1)
⇒2−4k=−3k−3
⇒2+3=−3k+
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