Complete the code to convert a std_logic_vector to an unsigned type.
signal data_in : std_logic_vector(7 downto 0); signal data_unsigned : unsigned(7 downto 0); process begin data_unsigned <= [1](data_in); wait; end process;
The unsigned function converts a std_logic_vector to an unsigned type.
Complete the code to convert an unsigned value to an integer.
signal data_unsigned : unsigned(7 downto 0); signal data_int : integer; process begin data_int <= [1](data_unsigned); wait; end process;
The to_integer function converts an unsigned value to an integer.
Fix the error in the code to add two unsigned vectors correctly.
signal a, b : unsigned(3 downto 0); signal sum : unsigned(4 downto 0); process begin sum <= a [1] b; wait; end process;
The + operator adds two unsigned vectors correctly.
Fill both blanks to create a range check for an unsigned value.
signal val : unsigned(7 downto 0); process begin if val [1] to_unsigned(10, 8) and val [2] to_unsigned(20, 8) then -- do something end if; wait; end process;
The code checks if val is between 10 and 20 inclusive using >= and <=.
Fill all three blanks to create a dictionary comprehension-like map of unsigned values to their integer squares, filtering values greater than 3.
type int_map is array (natural range 0 to 15) of integer; signal data : int_map; process variable i : unsigned(3 downto 0); begin for j in 0 to 10 loop i := to_unsigned(j, 4); if i [1] to_unsigned(3, 4) then data(to_integer(i)) := [2](i) * [3](i); end if; end loop; wait; end process;
The code filters values greater than 3 and assigns the square of their integer conversion to the map.
