If a,b,c are distinct and if deteminant |a a*a a*a*a-1| |b b*b b*b*b-1|=0 |c c*c c*c*c-1| then prove that a*b*c =1
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Answer:
aa*a*a*a*b*b*b*bzcaaaaaaaaaaa
Answered by
0
Answer:
9
Step-by-step explanation:
Hello friend!
Zero of the polynomial is -4
p(x)=x²-x-(2k+2)
p(x)=x²-x-2k-2
p(-4)=0
0=-4²-(-4)-2k-2
0=16+4-2k-2
0=18-2k
2k=18
k=18/2=9
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