001100
Starting from the right the position value of each digit is as follows
0 x 2 to power zero = 0 (mult by zero, does not matter what 2 is powered to)
0 x 2 to power one = 0 (mult by zero, does not matter what 2 is powered to)
1 x 2 to power two = 4
1 x 2 to power three = 8
0 x 2 to power four = 0 (mult by zero, does not matter what 2 is powered to)
0 x 2 to power five = 0 (mult by zero, does not matter what 2 is powered to)
Adding all we get the decimal equivalent of 12
10
110001.01
15 = 1111
When written as a binary number, the decimal number 63 is: 1 1 1 1 1 1
If you use Windows, you can use the Windows calculator to convert from decimal to binary. Change to scientific mode, be sure the calculator is in decimal, type the decimal number, and switch to binary. If you are practicing decimal to binary conversion, this is a great tool to verify that you have done your calculations correctly.
The binary number 1111 = 15
The decimal equivalent of the binary number 1111111111111111 is 65535.
10
170
110001.01
13
45
That is 31 in decimal
15 = 1111
When written as a binary number, the decimal number 63 is: 1 1 1 1 1 1
A flow chart for binary to decimal conversion would typically start with the binary number as input. Then, the flow chart would proceed to divide the binary number by increasing powers of 2, starting from the rightmost digit. The remainders obtained at each step would be used to construct the decimal equivalent of the binary number. Finally, the flow chart would output the decimal number as the result of the conversion process.
The 0 at the start of your binary number has no meaning, so the correct number should simply be 11100 which equals 28.