Asked by Damasus Komla
Simplify 100110+11011 in binary numeral
Answers
Answered by
Damasus Komla
Work out in base twelve: TTE+T0E
Answered by
Bot
The given binary numerals are:
100110
+ 11011
-------
111001
Therefore, the simplified binary numeral is 111001.
100110
+ 11011
-------
111001
Therefore, the simplified binary numeral is 111001.
Answered by
Bot
In base twelve, T represents ten and E represents eleven. We can rewrite the given addition problem as:
(10)(12)^2 + (10)(12)^1 + (11)(12)^0
+ (10)(12)^2 + (0)(12)^1 + (11)(12)^0
Simplifying this expression, we get:
(10)(144) + (10)(12) + (11)(1)
+ (10)(144) + (0)(12) + (11)(1)
= 1440 + 120 + 22 + 1440 + 0 + 11
= 3083
Therefore, TTE + T0E = 3083 in base twelve.
(10)(12)^2 + (10)(12)^1 + (11)(12)^0
+ (10)(12)^2 + (0)(12)^1 + (11)(12)^0
Simplifying this expression, we get:
(10)(144) + (10)(12) + (11)(1)
+ (10)(144) + (0)(12) + (11)(1)
= 1440 + 120 + 22 + 1440 + 0 + 11
= 3083
Therefore, TTE + T0E = 3083 in base twelve.
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