(999)^(3)

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

If [1 denotes the greatest integer and {} denotes the fractional part,then the domain of the real valued function f(x)=(f(x))/(sqrt(1000x^(2)-999(x)^(3)-990(x)^(2)-50x+60)) is

Evaluate: (999)^5

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

Find the value of the (1)/(root(3)(999) ) correct to 4 decimal places

Find the value of the (1)/(root(3)(999) ) correct to 4 decimal places

Find an approximate value of (i) (1)/(root(3)(999)) (ii) (627)^((1)/(4)) corrected to 5 decimal places

(999(999)/(1000)xx7)

When simplified,the product (2-(1)/(3))(2-(3)/(5))(2-(5)/(7))(2-(997)/(999)) is equal to (5)/(999) (b) (1001)/(999) (c) (1)/(1001) (d) (1001)/(3)