Question

pls find it ..............

Answer 1

$\bold{\underline{\large{Answer\: \colon}}}$

$\bold{\underline{\large{Binary\: Division \: \colon}}}$

$\bold{\large{ Q \: (11100)_{2} \: \div \: (101)_{2} }}$

Step 1 : Multiply the 101 by 1 and then subtract it from 11100 we get remainder 10.

Step 2 : Take next digit '0' but still it's smaller then divisor so take another '0' and multiply divisor 101 by 1 after subtraction we get 11 as remainder.

Step 3 : Take upto 4 decimal place and take next '0' 110 > 101  and multiply divisor by one and subtract it we get a remainder 1 or {001} after taking borrow.

$\bold{\boxed{110\: -\: 101 \: = \: 001}}$

Now using these Steps we get a infinity quotient.

So , we take it upto 4 decimal places

$\bold{\underline{Answer}}$

$\bold{\large{ (11100)_2 \div (101)_2 \implies 101.1001..}}$

$\bold{\large{Thanks}}$

Answer 2

Answer:

101

Explanation:

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