Find value of k so that x=-1 and y=-1 is a solution of equation kx+12ky=63.
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K*(-1)+12*k*(-1)=63
-k-k=63-12
-2k=51
K=51÷2
k=25.5
-k-k=63-12
-2k=51
K=51÷2
k=25.5
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hi
Answered by
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Question :
Find value of k so that x=-1 and y=-1 is a solution of equation kx+12ky=63.
Solution :
Given values of x and y :
x = -1
y = -1
Given equation :
Kx+12ky= 63
k (-1)+12k(-1) = 63
-k -12k = 63
-13k = 63
k = 63/-13
k = -63/13
The required value of k = -63/13
Find value of k so that x=-1 and y=-1 is a solution of equation kx+12ky=63.
Solution :
Given values of x and y :
x = -1
y = -1
Given equation :
Kx+12ky= 63
k (-1)+12k(-1) = 63
-k -12k = 63
-13k = 63
k = 63/-13
k = -63/13
The required value of k = -63/13
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