Using the simple model for representing binary floating point
numbers
A floating-point number is 14 bits in length.
The exponent field is 5 bits.
The significand field is 8 bits.
The bias is 15
Represent -32.5010 in the simple model.
Create a circuit that allows the client to add numbers one by
one into a register file (8 four-bit registers) by inputting:
1) the number itsself
2) the memory location
The circuit can be logic gates OR verilog code.
whichever you prefer!
Thank you and I will rate!
Create a circuit that allows the client to add numbers one by
one into a register file (8 four-bit registers) by inputting: 1)
the number itsself 2) the memory location The circuit can be logic
gates OR verilog code. whichever you prefer! Thank you and I will
rate!
Express the following two base 10 numbers in binary using the
IEEE 754 single-precision floating point format (i.e., 32 bits).
Express your final answer in hexadecimal (e.g., 32’h????????).
a) 68.3125
b) -19.675
Convert the following floating-point number (stored using IEEE
floating-point standard 754) to a binary number in non-standard
form.
0100_0001_1110_0010_1000_0000_0000_0000
Assume that you have a 12-bit floating point number system,
similar to the IEEE floating point standard, with the format shown
below and a bias of 7. The value of a floating point number in this
system is represented as
FP = (-1)^S X
1.F X
2^(E-bias)
for the floating point numbers A = 8.75 and B = -5.375. The
binary representation of A is given as
A = 0101 0000 1100
Show the hexidecimal representation of B.