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Find $CXVI + VIII + CCLV$ and express the sum in roman numerals.
Given :
The given expression is $CXVI + VIII + CCLV$
To do :
We have to find the sum and express it in roman numerals.
Solution :
$CXVI = 100+10+5+1 = 116$
$VIII = 5+1+1+1 = 8$
$CCLV = 100+100+50+5 = 255$
Therefore,
$CXVI + VIII + CCLV = 116+8+255 = 379$
379 is Roman numerals is written as,
$300+50+20+9 = CCC+L+XX+IX = CCCLXXIX$.
Therefore, the value of $CXVI + VIII + CCLV$ in roman numerals is $CCCLXXIX$.
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