Binary integer part.

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Binary integer part.

written 5.6 years ago by

teamques10 ★ 69k

modified 2.7 years ago by

pedsangini276 • 4.8k

digital logic design

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1 Answer

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written 2.7 years ago by

sagarkolekar ★ 11k

a) $(576.24)_{10}$

i) Binary.

a) Integer part.

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$\therefore$ $(576)_{10}$

$= (1001000000)_2$

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$\therefore$ $(0.24)_{10} = (0.00111)_2$

$\therefore$ $(576.24)_{10} = (1001000000.00111)_2$

ii) Base - 9

a) Integer part.

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$\therefore$ $(576)_{10} = (710)_9$

b) Fractional part.

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$\therefore$ $(0.24)_{10} = (0.2138)_9$

$\therefore$ $(576.24)_{10} = (710.2138)_9$

iii) Octal

a) Integer part.

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$(576)_{10} = (1100)_8$

b) Fractional part.

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$\therefore$ $(0.24)_{10} = (0.1727)_8$

$\therefore$ $(576.24)_{10} = (1100.1727)_8$

iv) Hexadecimal.

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a) Integer part.

$(576)_{10} = (240)_{16}$

b) Fractional part.

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$\therefore$ $(0.24)_{10} = (0.3D70)_{16}$

$\therefore$ $(576.24)_{10} = (240.3D70)_{16}$

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