written 8.5 years ago by | modified 2.9 years ago by |
Mumbai University > Computer Engineering > Sem4 > Computer Organization and Architecture
Marks: 3M
Year: May 14
written 8.5 years ago by | modified 2.9 years ago by |
Mumbai University > Computer Engineering > Sem4 > Computer Organization and Architecture
Marks: 3M
Year: May 14
written 8.5 years ago by | • modified 8.5 years ago |
This representation is shown in Figure 2.
Figure 2
S: This bit represents the sign of the number. 0 represents a positive number and 1 for negative number.
Exponent: 8 bit signed exponent in excess 127 representation.
Mantissa (M): 23 bit mantissa fraction.
Value represented= $(-1) ^5 \times 1.M \times 2^{Exponent-127}$
2. Double Precision Floating Point Representation:
Figure 3 represents the Double Precision Floating Point Representation:
Figure 3
S: This bit represents the sign of the number. 0 represents a positive number and 1 for negative number.
Exponent: 11 bit signed exponent in excess 1023 representation.
Mantissa(M): 52 bit mantissa fraction.
Value represented= $(-1)^5 \times 1.M \times 2^{Exponent-1023}$