" (ii) "(-1)/(3),(-2)/(9),(-4)/(3)

Write the following rational numbers in ascending order: (-1)/3,(-2)/9,(-4)/3

Write four more numbers in the following pattern (-1)/(3),(-2)/(6),(-3)/(9),(-4)/(12)

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

Name the property used in the following. (1)/(3)+((4)/(9) +((-4)/(3)))=((1)/(3)+(4)/(9))+((-4)/(3))

(2)/(1).(1)/(3)+(3)/(2).(1)/(9)+(4)/(3).(1)/(27)+(5)/(4).(1)/(81)+…oo=

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