C-01-Q143mediumsingle_mcq0.25‾0.2\overline{5}0.25 as a simple fraction equals—a2390\frac{23}{90}9023b2599\frac{25}{99}9925c25100\frac{25}{100}10025d14\frac{1}{4}41ব্যাখ্যাHere only the 555 recurs, so let x=0.2555…x=0.2555\ldotsx=0.2555…; then 100x−10x=25.5…−2.5…=23100x-10x=25.5\ldots-2.5\ldots=23100x−10x=25.5…−2.5…=23, giving 90x=2390x=2390x=23, hence x=2390x=\frac{23}{90}x=9023.