Question: For converting floating point decimal numbers to binary, what are the stopping conditions for the Times Two algorithm used to convert fractional components? The product

$stopping conditions for the "Times Two" algorithm used to convert fractional components?$

The product is zero or is repeated The product is zero and

For converting floating point decimal numbers to binary, what are the stopping conditions for the "Times Two" algorithm used to convert fractional components? The product is zero or is repeated The product is zero and is repeated The product is 20 There are no more fractional digits to multiply by 2 placeholder None of these All of these When converting floating point binary numbers to decimal, placeholder subscripts do what to the right of the decimal point? Start at 1 and coswn-count Start at 0 and down-count Start at 1 and down-count Start at .1 and down-count None of these Perform the conversion: What is decimal 12 represented in 6-bit sign and magnitude convention? 101100 001100 110011 110100 None of These

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