I\'ve been required to represent 10 million numbers inexponential binary. N 1 =
ID: 3609411 • Letter: I
Question
I've been required to represent 10 million numbers inexponential binary. N1 = +- a1 x2+-b1 The above is what was written on the board in explanation ofhow to accomplish this and I and the rest of the class admit weunderstand this not at all. This is an arbitrary problem and exists in no textbook Ihave. I've been required to represent 10 million numbers inexponential binary. N1 = +- a1 x2+-b1 The above is what was written on the board in explanation ofhow to accomplish this and I and the rest of the class admit weunderstand this not at all. This is an arbitrary problem and exists in no textbook Ihave. The above is what was written on the board in explanation ofhow to accomplish this and I and the rest of the class admit weunderstand this not at all. This is an arbitrary problem and exists in no textbook Ihave.Explanation / Answer
The real number -0.125 is equal to
The absolute value of the mantissa is, however, always greater thanor equal to 1 and less than the base of numeration.
IEEE single-precision representation of a real number
One bit is reserved for the sign, and it is set to 0 for apositive number and to 1 for a negative one.
Sign bit = 0 or 1
The exponent, which is a signed integer in the range from -126to 127, is represented as a biased value. (127 is the biasused)
Only the part of the mantissa that comes after the binary pointis actually stored. This suppressed digit at the beginning of themantissa is called the ``hidden bit.''
Related Questions
drjack9650@gmail.com
Navigate
Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.