Display the decimal number in console.

The output should be formatted exactly in the shown invocation samples.

Please enter a base from $2-9$:$2$

Enter a base $2$ number: $100101$

The equivalent number in base $10$ format is $37$

Please enter a base from $2-9$: $16$

Incorrect base system. Please enter a base from $2-9$:

Please enter a base from $2-9$: $8$

Enter a base $8$ number: $247$

The equivalent number in base $10$ format is $167$

The second laboratory exercise requires you to code the following conversion schema in the C language.

Question $1-$ Base number conversion.

The programming exercise requires you to code the general algorithm to convert any numeric base system number to base $10($decimal$).$ This implies any base system from base $2($binary$)$ to base $9.$ The following algorithm gives the description of the procedure.Using Algorithm $1$ as the template, code the conversion routine. You are not allowed to use any inbuilt language specific conversion commands. Your code should be able to convert any base from $2$ till $9$ to decimal.The algorithm should do the following:

Ask the user to enter the required base.

Check if the base is between $2$ and $9$ inclusive.

If not, ask the user again to enter the base.

Using the given equation, compute the decimal equivalent number in a for loop starting from the left to the right.

$1$

Display the decimal number in console.

The output should be formatted exactly in the shown invocation samples.

Please enter a base from $2-9$:$2$

Enter a base $2$ number: $100101$

The equivalent number in base $10$ format is $37$

Please enter a base from $2-9$: $16$

Incorrect base system. Please enter a base from $2-9$:

Please enter a base from $2-9$:$8$

Enter a base $8$ number: $247$

The equivalent number in base $10$ format is $167$