find the value k if x=1, y=6 is a solution of the 8x-ky+k^2=0
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Answer:
k=2 k=4
Step-by-step explanation:
substitute the values in eqn
8(1)-k(6)+k^2=0
k^2-6k+8=0
k^2-2k-4k+8=0
k(k-2)-4(k-2)=0
(k-2)(k-4)=0
k=2 k=4
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