The first option of your program will prompt the user to enter a positive binary number (base 2 and your program must make sure that it is indeed a binary number (only l's and 0's). If it isn't, then the user is prompted again. If it is binary, then your program is to calculate the equivalent decimal value (base 10 -- the number system). l's and 0's only) of no more than 6 digits. Read this value as an int type value

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Write c++ program
The first option of your program will prompt the user to enter a positive binary number
(base 2 l's and 0's only) of no more than 6 digits. Read this value as an int type value
and your program must make sure that it is indeed a binary number (only l's and 0's). If it
isn't, then the user is prompted again. If it is binary, then your program is to calculate the
equivalent decimal value (base 10 -- the number system).
MSB
Binary Digit
LSB
28
27
26
25
24
23
22
21
20
256
128
64
32
16
8.
4
2
1
Representation of a binary number
So for example, converting a Binary to Decimal number would be:
1
Decimal Digit Value 256
128
64
32
16
4
1.
Binary Digit Value
1 1 0
By adding together ALL the decimal number values from right to left at the positions
that are represented by a I" gives us:(256) (64) (32)+(4) +(1) = 35710 or three
hundred and fifty-seven as a decimal number.
Transcribed Image Text:The first option of your program will prompt the user to enter a positive binary number (base 2 l's and 0's only) of no more than 6 digits. Read this value as an int type value and your program must make sure that it is indeed a binary number (only l's and 0's). If it isn't, then the user is prompted again. If it is binary, then your program is to calculate the equivalent decimal value (base 10 -- the number system). MSB Binary Digit LSB 28 27 26 25 24 23 22 21 20 256 128 64 32 16 8. 4 2 1 Representation of a binary number So for example, converting a Binary to Decimal number would be: 1 Decimal Digit Value 256 128 64 32 16 4 1. Binary Digit Value 1 1 0 By adding together ALL the decimal number values from right to left at the positions that are represented by a I" gives us:(256) (64) (32)+(4) +(1) = 35710 or three hundred and fifty-seven as a decimal number.
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