A) \[CDCX\]
B) \[CDXL\]
C) \[DCLX\]
D) \[DCXL\]
Correct Answer: B
Solution :
\[CDCX=(500-100)+100+10\] \[=400+110=510\] \[CDXL=(500-100)+(50-10)=440\] \[DCLX=500+100+50+10=660\] \[DCXL=500+100+(50\text{ }-10)=640\] \[\therefore \]\[CDXL\]has the least value.You need to login to perform this action.
You will be redirected in
3 sec