When `0. bar47 ` is converted into a fraction, the result is `(46)/(90)` (b) `(46)/(99)` (c) `(47)/(90)` (d) `(47)/(99)`

When 0.bar(47) is converted into a fraction the result is

0*bar(47)=?(a)(47)/(100)(b)(47)/(99)(c)(47)/(90)(d)(43)/(90)

0.423 is equivalent to the fraction (94)/(99)(b)(49)/(99) (c) (491)/(990) (d) (419)/(990)

0. 423 is equivalent to the fraction (94)/(99) (b) (49)/(99) (c) (491)/(990) (d) (419)/(990)

0.36 expressed in the form (p)/(q) equals (4)/(11) (b) (4)/(13)(c)(35)/(90)(d)(35)/(99)

The value of 4.12 is 4(11)/(90) (b) 4(11)/(99) (c) (371)/(900) (d) None of these

0.32 when expressed in the form (p)/(q)(p,q are integers q!=0), is (8)/(25) (b) (29)/(90) (c) (32)/(99) (d) (32)/(199)

0. 3 bar(2) when expressed in the form p/q(p ,\ q\ are integers q\ !=0), is (a) 8/(25) (b) (29)/(90) (c) (32)/(99) (d) (32)/(199)

A bag contains 3 red, 4 white and 5 blue balls. If two are drawn at random, then the probability that they are of different colours, is a) (47)/(66) b) (23)/(33) c) (47)/(132) d) (47)/(33)

Express 0.bar47 as a rational number