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Convert binary vectors to decimal numbers
Syntax
Description
converts a binary row vector d
= bi2de(b)
b
to a nonnegative decimal integer. If b
is a matrix, then each row is interpreted separately as a binary number. In this case, the output d
is a column vector, each element of which is the decimal representation of the corresponding row of b
.
d = bi2de(b,
is the same as the syntax above, except that flg
)
flg
is a string that determines whether the first column of b
contains the lowest-order or highest-order digits. Possible values for flg
are '
right-msb
'
and '
left-msb
'
. The value '
right-msb
'
produces the default behavior.
d = bi2de(b,p)
converts a base-p
row vector b to a nonnegative decimal integer , where p
is an integer greater than or equal to 2. The first column of b
is the lowest base-p
digit. If b
is a matrix, then the output d
is a nonnegative decimal vector, each row of which is the decimal form of the corresponding row of b
.
d = bi2de(b,p,
is the same as the syntax above, except that flg
)
flg
is a string that determines whether the first column of b
contains the lowest-order or highest-order digits. Possible values for flg
are '
right-msb
'
and '
left-msb
'
. The value '
right-msb
'
produces the default behavior.
Examples
The code below generates a matrix that contains binary representations of five random numbers between 0 and 15. It then converts all five numbers to decimal integers.
b = randint(5,4); % Generate a 5-by-4 random binary matrix. de = bi2de(b); disp(' Dec Binary') disp(' ----- -------------------') disp([de, b])
Sample output is below. Your results might vary because the numbers are random.
The command below converts a base-five number into its decimal counterpart, using the leftmost base-five digit (4 in this case) as the most significant digit. The example reflects the fact that 4(53) + 2(52) +50 = 551.
See Also
de2bi
![]() | bchpoly | biterr | ![]() |