[(2)/(9)+(4)/(9)]" of "(3)/(5)+1(2)/(3)times1(1)/(4)-(1)/(3)

((2)/(3)+(4)/(9))" of "(3)/(5)+1(2)/(3)times1(1)/(4)-(1)/(3)

((1)/(3)times(2)/(9))/((1)/(3)times(1)/(5)+(1)/(3)times(1)/(3)+(1)/(3)times(2)/(9))

The value of (3)/(4) xx 2 (2)/(3) -: (5)/(9) " of " 1(1)/(5) + (2)/(23) xx 3 (5)/(6) -: (2)/(7) " of " 2(1)/(3) is :

The value of (2)/(5) div (3)/(10) of (4)/(9) - (4)/(5) xx 1 (1)/(9) div (8)/(15) - (3)/(4) + (3)/(4) div (1)/(2) is: (a)7/9 (b)23/6 (c)4/3 (d)25/12

3(2)/(5)+1(2)/(9)=4(4)/(5)-?

Simplify: (a) 108-:36 of (1)/(4)+(2)/(5)xx3(1)/(4) (b) (2)/(3)xx(5)/(6)+(4)/(9)-(3)/(4)+(2)/(9)xx(5)/(9)-:(2)/(9)

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)}

((1)/(3)+1)+3-:9times4