36-bit floating-point binary number has 8 bits plus sign for the exponent. The coefficient is assumed to be a normalized fraction. The numbers in the coefficient and exponent are in sign- magnitude form. What are the largest and smallest positive quantities that can be accommodated, excluding zero? شرح السؤال وشرح الحل باللغة العربية
There is an easy method for converting decimal to binary (0.625)dec = 0.625*(2^3)/(2^3) [multiply and divide by 2^3] =5/(2^3) [multiply 0.625 with 2^3 & [you will get 5] =101/(2^3) [convert 5 to binary] =[0.101]bin [now move left to three points because there is no 3 in the power of 2] you can use any number to the power of 2 but the same procedure need to be followed
You all think your so smart but you cant even take the first logical step of maths...if one is the smallest number after zero...how can i have 0.5??? A finger is a unit finger...but a unit finger is equal to lots of other stuff...
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36-bit floating-point binary number has 8 bits plus sign for the exponent. The coefficient is assumed to be a normalized fraction. The numbers in the coefficient and exponent are in sign- magnitude form. What are the largest and smallest positive quantities that can be accommodated, excluding zero?
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Thank you very much
Sr plz explain floating point imprecision😊
Nice 🌸
I don't know how you got 0.984 x 2 = 1.936 from the decimal to binary since I got 1.968 and the calculator says the same.
same here
But after it:
0.968 * 2 = 1.936
😊
What about fixed point.?
good, thanks. but if we were having 4 digits in our number system, it would still be base 10 :)))
isnt this fixed point numbers
yeah i dont know how it got unnoticed so long
2.2f+2.9f=5.1000004 how to this in float addition operation explain 000004 how to came this vaue
There is an easy method for converting decimal to binary
(0.625)dec = 0.625*(2^3)/(2^3) [multiply and divide by 2^3]
=5/(2^3) [multiply 0.625 with 2^3 & [you will get 5]
=101/(2^3) [convert 5 to binary]
=[0.101]bin [now move left to three points because there is no 3 in the power of 2]
you can use any number to the power of 2 but the same procedure need to be followed
yeah this was much harder
0.984×2 = 1.968
I was confused there for a while
Thoda jaldi hello everyone bol liya kro exam se ek raat pehle padhne aatey h hm 😂
You all think your so smart but you cant even take the first logical step of maths...if one is the smallest number after zero...how can i have 0.5??? A finger is a unit finger...but a unit finger is equal to lots of other stuff...