Well ... 10.101 is binary representation for 2.625 and 11.01 is for 3.25. So the answer is 2.635*3.25.
For examples you can check this http://www.informatik.tu-cottbus.de/~cnoack/erm-cs/s2.pdf
Have a nice day!
1101 in 4 bits,11111101 in 8 bits,and so on: add leading 1's as necessary
The Binary number 1011 = 11 See the related link, Binary Numbers, below this answer.
Counting to 15 in binary:01101110010111011110001001101010111100110111101111
To solve for the CRC using modulo 2 arithmetic, represent the binary values P (1101) and M (101011) as polynomials. Perform polynomial long division by dividing M by P, where the coefficients are binary (0 or 1) and the division is done using XOR operations instead of subtraction. The remainder after the division will be your CRC; append this remainder to the original message M to create the transmitted codeword.
Quick reference chart for converting Hexidecimal to Binary numbers: Hex Binary 0.... 0000 1.... 0001 2.... 0010 3.... 0011 4.... 0100 5.... 0101 6.... 0110 7.... 0111 8.... 1000 9.... 1001 A.... 1010 B.... 1011 C.... 1100 D.... 1101 E.... 1110 F.... 1111
21
It is 110100
The binary number 10101 represents 21.
If 1101 is a decimal number, then its binary equivalent is 10001001101. If 1101 is a binary number, then its decimal equivalent is 13.
10101
10101
10101
Binary 1101 = D
21 = 10101
10101
10101
The number that comes after 1101 is 1102. If you are referring to binary numbers, the binary representation of 1101 is 13 in decimal, and the next binary number would be 1110, which represents 14 in decimal.