`[3 ^3((4/9)^ (1/3)-(2/9 )^(1/3)+(2/9)^(1/3))^(-1)-1]^3=`

(1)/(9)+(2)/(9)+(3)/(9)=

The value of ((4)/(9))^((1)/(3))-((2)/(9))^((1)/(3))+((1)/(9))^((1)/(3)) is

((0.3)^(1/3)(1/27)^(1/4)(9)^(1/6)(0.81)^(2/3))/((0.9)^(2/3)(3)^(-1/2)(243)^(-1/4))=

4^(1/3)xx[2^(1/3)xx3^(1/2)]^(7)div9^(1/4)

4^(1/3)xx[2^(1/3)xx3^(1/2)]div 9^(1/4)=

(4)/(9^(1/3)-3^(1/3)+1) is equal to 3^(1/3)+1b3^(1/3)-1c*3^(1/3)+2d*3^(1/3)-2

Find the value of log_(2)(2(9)^((1)/(3))-2)+log_(2)(12(3)^((1)/(3))+4+4(9)^((1)/(3)))

1:(4)/(9):(2)/(3)=

Solution of 0<|3x+1|<(1)/(3) is A (-(4)/(9),-(2)/(9))B*[-(4)/(9),-(2)/(9)]c(-(4)/(9),-(2)/(9))-(1)/(3)D(-(4)/(9),-(2)/(9))-{-(1)/(3)}