101011
In other words . . .
2^0 + 2^1 + 2^3 + 2^5
111
54 = 00110110
17 = 10001
To write binary numbers in scientific notation, you express the number in the form of ( m \times 2^n ), where ( m ) is a binary number between 1.0 and 1.111... (which is the binary equivalent of 1), and ( n ) is an integer representing the exponent. For example, the binary number 101100 can be written as 1.01100 × 2^5. You shift the binary point to the right of the leading 1 and adjust the exponent accordingly.
The number 68 in binary is 1000100
111
54 = 00110110
4294967294 written in binary would be 11111111111111111111111111111110
43
It is 1.11101111*26
17 = 10001
0.86
To write binary numbers in scientific notation, you express the number in the form of ( m \times 2^n ), where ( m ) is a binary number between 1.0 and 1.111... (which is the binary equivalent of 1), and ( n ) is an integer representing the exponent. For example, the binary number 101100 can be written as 1.01100 × 2^5. You shift the binary point to the right of the leading 1 and adjust the exponent accordingly.
The exponential notation for 43 is 4.3 × 101
The number 68 in binary is 1000100
11001100 in binary is 204 in decimal notation.
43869 converted to binary notation is 1010101101011101