SOLUTION: Conversion Example A box contains 5 dozen red balls. How can this number of balls be represented as a hexadecimal, octal and binary number? Repeat the above exercise for 3.25 doz

Algebra ->  Logarithm Solvers, Trainers and Word Problems -> SOLUTION: Conversion Example A box contains 5 dozen red balls. How can this number of balls be represented as a hexadecimal, octal and binary number? Repeat the above exercise for 3.25 doz      Log On


   

Question 458418: Conversion Example
A box contains 5 dozen red balls. How can this number of balls be represented as a hexadecimal, octal and binary number?
Repeat the above exercise for 3.25 dozen balls.
Answer by Alan3354(69443) About Me  (Show Source):
You can put this solution on YOUR website!
A box contains 5 dozen red balls. How can this number of balls be represented as a hexadecimal, octal and binary number?
Repeat the above exercise for 3.25 dozen balls.
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In Hex = 5 dozen
In Octal = 5 dozen
In Binary = 101 dozen
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3.25 dozen balls.
In Hex = 3.4 dozen
In Octal = 3.5 dozen
In Binary = 11.01 dozen
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5 dozen = 60
In hex = 3C
In Oct = 74
In Bin = 111100
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3.25*12 = 39 balls
In hex = 27
In oct = 47
In bin = 100111