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in Algebra by (87.6k points)
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यद‌ि `a^(2)+a+1=0` है तो `a^(9)` का मान क्‍या है?
A. 2
B. 3
C. 1
D. 0

1 Answer

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by (88.8k points)
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Best answer
Correct Answer - C
`a^(2)+a+1=0`
`[(a^(3)+1^(3)=(a+1)(a^(2)-a+1))/(a^(3)-1=(a-1)(a^(2)+1+a))]`
`:. (a^(3)-1)=(a-1)xx0`
`a^(3)-1=0`
`a^(3)=1`
`(a^(3))^(3)=1^(3)`
`a^(9)=1`

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