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2+(6)/(sqrt(3))+(1)/(2+sqrt(3))+(1)/(sqr...

`2+(6)/(sqrt(3))+(1)/(2+sqrt(3))+(1)/(sqrt(3)-2)` equals to

A

A) `+(2sqrt(3))`

B

B) `-(2+sqrt(3))`

C

C) `1`

D

D) `2`

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Verified by Experts

The correct Answer is:
D
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KIRAN PUBLICATION-POWER, INDICES AND SURDS-Type -IV
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  2. Simplify : (5.32xx56+5.32xx44)/((7.66)^(2)-(2.34)^(2))

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  3. 2+(6)/(sqrt(3))+(1)/(2+sqrt(3))+(1)/(sqrt(3)-2) equals to

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  4. If (4+3sqrt(3))/(sqrt(7+4sqrt(3)))=A+sqrt(B) then B-A is

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  5. Find the simplest value of 2sqrt(50)+sqrt(18)-sqrt(72) (given sqrt(2)=...

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  6. (6.5xx6.5-45.5+3.5xx3.5) is equal to

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  7. (7.5xx7.5+37.5+2.5xx2.5) is equal to :

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  8. Simplify : ((1.5)^(3)+(4.7)^(3)+(3.8)^(3)-3xx1.5xx4.7xx3.8)/((1.5)^(2)...

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  9. Simplify : ((6.25)^((1)/(2))xx(0.0144)^((1)/(2))+1)/((0.027)^((1)/(3))...

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  10. Simplify : (0.41xx0.41xx0.41+0.69xx0.69xx0.69)/(0.41xx0.41-0.41xx0.69+...

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  11. (10.3xx10.3xx10.3+1)/(10.3xx10.3-10.3+1) is equal to :

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  12. Find the value of ((243)^((n)/(5))xx3^(2n+1))/(9^(n)xx3^(n-1))

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  13. (0.04)^(-1.5) on simplification gives :

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  14. ((0.96)^(3)-(0.1)^(3))/((0.96)^(2)+0.096+(0.1)^(2)) is simplified to :

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  15. The value of (64-0.008)/(16+0.8+0.04) is :

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  16. The value of (d^(s+t)-:d^(s))-:d^(t) would be

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  18. (2^(51)+2^(52)+2^(53)+2^(54)+2^(55)) is divisible by

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  20. If (sqrt(2+x)+sqrt(2-x))/(sqrt(2+x)-sqrt(2-x))=2 the value of x is

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