Please show work

1) (-1)^s x (1+0.FFFF) x 2^(e-127)

In analyzing an IEEE 754 floating point value, if the: sign bit = 0, biased exponent is 131 and fraction is 0000 0000 0000 0000 000

What is the real number value stored(show your work) in memory.

2) In the IEEE 754 Floating Point number representation, what does the bias value do to the True Exponent value?

3) Convert IEEE 754 Floating Point Format memory dump value to Float Point decimalnumber

1 10000111 0011 0000000000000000000 .

4) A number in IEEE floating-point binary notation that has no leading 0s is called a normalized scientific binary floating point number. (T/F)

5) Computer arithmetic that represents numbers in which the binary point is not fixed is called Floating Point. (T/F)