A) \[\text{x}=0,\text{y}=\text{1}\]
B) \[\text{x}=0,\text{y}=0\]
C) \[\text{x}=\text{1},\text{y}=0\]
D) \[~\text{x}=\text{1},\text{y}=\text{1}\]
Correct Answer: C
Solution :
\[\Rightarrow \] ....... (1) \[x=\frac{1740}{29}=60\] ....... (2) From (1), \[\Rightarrow \] \[140\times 605=11\times L.C.M.\]\[\Rightarrow \] \[L.C.M.=\frac{140\times 605}{11}=7700\]\[\text{1}00\text{1}=\text{91}\times \text{1}0+\text{91}\] \[\text{91}0=\text{91}\times \text{1}0+0\] \[\therefore \] \[=\left( \frac{144}{48}+\frac{384}{48}+\frac{240}{48} \right)=3+8+5=16\]and y = 0 is the unique solution of the given system of simultaneous equations.
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