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(12.999)^(3)=?...

`(12.999)^(3)=?`

A

1800

B

1650

C

2000

D

2200

Text Solution

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The correct Answer is:
D
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Find the approximate value of (1.999)^(6)

(999)^(2)-(995)^(2)=?

Knowledge Check

  • (2.0001)^(3)xx(1.999)^(-2)div(3.999)^(-4)=?

    A
    32
    B
    16
    C
    64
    D
    512
  • What is approximate value of root5(242.999) ?

    A
    `1214999/4050`
    B
    `1115/405`
    C
    `1214999/405000`
    D
    `121499/40500`
  • 8.32xx0.999=?

    A
    0.831168
    B
    8.311618
    C
    8.31168
    D
    8.31668
  • Similar Questions

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    Evaluate: (999)^(3)

    Evaluate (999)^(1//3) upto 4 places of decimal.

    Find out which of the following sequences are arithmetic progressions. For those which are arithmetic progressions, find out the common difference. 12 , 2, -8, -18 , ddot (ii) 3, 3, 3, 3, ddot (iii) p , p+90 , p+180 , p+270 , where p=(999)^(999)

    (2-1/3)(2-3/5)(2-5/7).......(2-997/999)=?

    What is the value of 999 (1)/(2) + 999 (1)/(6) + 999 (1)/(12) + 999 (1)/(20) + 999 (1)/(30) ?