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If a^2+1/a^2=98, a>0, then the value of ...

If `a^2+1/a^2=98, a>0`, then the value of `a^3+1/a^3` will be:
यदि `a^2+1/a^2=98, a>0`, `a^3+1/a^3` का मान ज्ञात करें :

A

960

B

950

C

970

D

870

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PINNACLE-ALGEBRA-EXERCISE
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  3. If a^2+1/a^2=98, a>0, then the value of a^3+1/a^3 will be: यदि a^2+...

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  7. If a+1/a+2=0, then the value of a^15 +1/a^100 is: यदि a+1/a+2=0, और ...

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  8. If 4a+1/(5a)=4, then the value of 25a^2 +1/(16a^2) is: यदि 4a+1/(5a)...

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  9. If x+1/x= sqrt 3, then the value of x^18+x^12+x^6+1 is equal to : य...

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  11. If 2a+1/a=4, then the value of a^2+1/(4a^2) is : यदि 2a+1/a=4, a^2+...

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  15. If x=3+2 sqrt2, then the value of sqrtx-1/sqrtx is : यदि x=3+2 sqr...

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