Given the single precision IEEE 754 representation: SCCCCCCCCMMMMMMMMMMMMMMMMMMM...
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Given the single precision IEEE 754 representation:
SCCCCCCCCMMMMMMMMMMMMMMMMMMMMMMM
00111110011100000000000000000000- Mantisa: Signed-MagnitudS: Bit 31 -signM: Bits 30:23 - fractional normalized mantisa (1.M with implicit 1)- Exponent: Excess 127C: Bits 22:0 - characeristic representing the exponent in excess 127The represented value is given by = (-1)S x 1.M x 2C-127 as long as we are not dealing with a special case.
Determine the represented number in decimal notation. In the nswer, consider only 5 significative digits, i.e. digits that differ from 0.
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