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.
Q1: In the addition of floating-point numbers,
how do we adjust the representation of numbers with different
exponents?
Q2:
Answer the following questions:
What binary operation can be used to set bits? What bit pattern
should the mask have?
What binary operation can be used to unset bits? What bit
pattern should the mask have?
What binary operation can be used to flip bits? What bit
pattern should the mask have?
c) Using the 32-bit binary representation for floating point
numbers, represent the number 1011100110011 as a 32 bit floating
point number.
i) A digital camera processes the images images in the
real-world and stores them in binary form. Using the principles of
digital signal processing, practically explain how this phenomenon
occurs.
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