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The value of [root(3)(root(6)(5^9))]^4ro...

The value of `[root(3)(root(6)(5^9))]^4root(3)(root(6)(5^9))^4` is-

A

`5^(2)`

B

`5^(4)`

C

`5^(8)`

D

`5^(12)`

Text Solution

Verified by Experts

The correct Answer is:
B
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Knowledge Check

  • The value of [root(3)(root(6)(5^9))4[root(3)(root(6)(5^9))4 is-

    A
    `5^2`
    B
    `5^4`
    C
    `5^8`
    D
    `5^(12)`

  • If (3x - 2y) : (2x + 3y) = 5 : 6 then the value of ((root(3)(x)+root(3)(y))/(root(3)(x)-root(3)(y))) is-

    A
    `1/25`
    B
    5
    C
    `1/5`
    D
    25

  • Simplify : [root(3)root(6)(5^(9))]^(4)[root(3)root(6)(5^(9)]]^(4)

    A
    `5^(2)`
    B
    `5^(4)`
    C
    `5^(8)`
    D
    `5^(12)`

    • Similar Questions

    Explore conceptually related problems

    The expression [root(3)(root(6)(a^(9)))]^(4)[root(6)(root(3)(a^(9)))]^(4) is simplified to a.a ^(16) b.a^(12) c.a^(8) d.a^(4)

    The expression (root(3)(root(6)(a^(9))))^(4)(root(6)(root(3)(a^(9))))^(4) is simplified to a^(16)(b)a^(12)(c)a^(8)(d)a^(4)

    Simplify : [root(3)root(6)(5)]^(4)[root(6)root(3)(5^(9))]^(4)

    Simplify [root(3)(root(6)(2^(9)))]^(4)xx[root(6)(root(3)(2^(9)))]^(4) .

    Simplify: [root(3)(root(6)(5^(9)))]^(8)[root(6)(root(3)(5^(9)))]^(8)

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