the binary eqhivalent of 8387 is as follows10000011000011

Atul Dongare

Apr 17th, 2006

I think answer= 4 1's

it is because when we convert 8387 into binary then ans will be 10100011

so the no. of ones are 4

ans is 4

Parag

Apr 19th, 2006

Due to weight of each bit we have;8=1 one in binary form1024=1 one ie for 2 raise to 10 th position 3=2 ones and there are 2 threes in expression therefore 4 ones64=1 one means total 7 ones.Why to convert to binary unnneccesarily?

## How many 1's are there in the binary form of 8*1024 + 3*64 + 3

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