A) Thursday
B) Monday
C) Wednesday
D) Sunday
Correct Answer: B
Solution :
15th July, \[\text{1996}\,\,\text{=(1995}\,\text{yr}\,\,\text{+}\,\,\text{Period from 1}\text{.1}\text{.1996 to 15}\text{.7}\text{.1996)}\]\[1600\,yr=0\text{ }odd\text{ }days\] \[300\,yr=1\text{ }odd\text{ }day\] \[\text{95 }\!\!~\!\!\text{ }\,\text{yr=(23 leap yr}\,\text{+72 ordinary yr)}\] \[=(23\times 2+72)\] odd days = 118 odd days 118 odd days = 16 weeks + 6 days = 6 odd days \[\begin{matrix} \text{Jan} & \text{Feb} & \text{March} & \text{April} & \text{May} & \text{June} & \text{July} \\ \text{(31+} & \text{29+} & \text{31+} & \text{30+} & \text{31+} & \text{30+} & \text{15)} \\ \end{matrix}\] \[\text{=197}\,\text{days=(28 weeks +1 day)=I odd days}\text{.}\] Total odd days \[=(0+1+6+1)=1\text{ odd day}\text{.}\] So, it was a Monday.
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