A) \[\frac{133}{90}\]
B) \[\frac{371}{90}\]
C) \[5\frac{219}{990}\]
D) \[5\frac{461}{990}\]
Correct Answer: D
Solution :
[d] \[\therefore \,\,\,1.\overline{34}=\frac{134-\,1}{99}=\frac{133}{99}\] \[and\,\,\,4.\overline{12}=\frac{412-\,41}{90}=\frac{371}{90}\] \[\therefore \,\,\,1.\overline{34}+4.\overline{12}=\frac{133}{99}+\frac{371}{90}=\frac{1330+4081}{990}\] .\[=\frac{5411}{990}=5\frac{461}{990}\]
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