For which value(s) of k, do the pair of linear equations: kx + y = k2 and x + ky = 1 have a unique solution?
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Step-by-step explanation:
Equation given
kx + y = k^2
and
x + ky = 1
Since the equations have infinitely many
solutions
Thus
Comparing the coefficients of x and y
k/1 +1 or ‐1
k = +1/ root 2 or ‐1/ root 2
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