You said the bias value is 8 for the example you have shown, but shouldn't it actually be 7? If there are four bits for the exponent that means the maximum value is 15 and floor(15 / 2) = 7. Is my math correct here or am I missing something? For example, if the stored exponent value is exactly 15 then the result would be E - B = 15 - 7 = 8 and if the stored exponent value is 0 then the result would be E - B = 0 - 7 = -7; so the actual range would be -7 to 8? EDIT: I suppose the way you are doing it the actual range would be -8 to 7, but which form would an IEEE754-like number follow?
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You said the bias value is 8 for the example you have shown, but shouldn't it actually be 7? If there are four bits for the exponent that means the maximum value is 15 and floor(15 / 2) = 7. Is my math correct here or am I missing something? For example, if the stored exponent value is exactly 15 then the result would be E - B = 15 - 7 = 8 and if the stored exponent value is 0 then the result would be E - B = 0 - 7 = -7; so the actual range would be -7 to 8?
EDIT: I suppose the way you are doing it the actual range would be -8 to 7, but which form would an IEEE754-like number follow?
i think you might be right. can someone pls check
Awesome explaination man...thanks a lot
Thank you sir.....🙏
Wow cleared every doubt.. thankyou sir❤️
Sir why these values are only stord in 10 bits......!🤔
for every question should we use excess 8 biasing ?
Beautiful
I have a question: what determines whether bias is positive or negative, that is, E = 3 + 8 or E = 3 - 8?
as I know bias is always positive though the exponent can be negative
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