write a function in matlab that has one input argument and o

write a function in matlab that has one input argument and one output argument. The input will be a vector of 1s and 0s (either 32 or 64). The output is the decimal number you calculate. The function should verify that the vector is valid, and if so, convert it to a decimal number. If not, you need to indicate that to the user. Once you have determined it is a valid vector you need to do the correct conversion (remember to take into account if you are getting a 32 bit or 64 bit values. As explained in the link above there are several different situations that you may run into with your IEEE notation. Your program should be able to calculate both Normalized and Denormalized values. You will also need to indicate positive or negative infinity. As a hint “Inf” is MATLAB’s designation for infinity. Similarly, you can use “NaN” as your output if the input value falls into one of the “Not a Number” situations.

Matlab code;

%clearing window, variables and figures
clear all;
close all;
clf;
clc;
n=input(\'Whether binary 32 or 64:\');
num=0;
num1=0;
j=1;
if n==32
fprintf(\'\ Enter the %d th bit\',1);
fn=input(\'\ Enter:\');
for i=2:1:32
c=input(\'\ Enter 1 if flotting point has been reached:\');
if c==1
for k=i:1:32
fprintf(\'\ Enter the %d th bit\',k);
num1(j)=input(\'\ Enter:\');
j=j+1;
end
break;
else
fprintf(\'\ Enter the %d th bit\',i);
num(i)=input(\'\ Enter:\');
end
end
sum=0;
n1=length(num1);
for i=1:1:n1
sum=sum+num1(i)*2^-i;
end
n2=length(num);
for i=1:1:n2
sum=sum+num(i)*2^(31-i);
end
if isnumeric(sum)==1
fprintf(\'\ The number denormalized:%d\',sum);
fprintf(\'\ The number normalized:%d\',norm(sum));
if fn==1
fprintf(\'\ The number the number is negative:\');
else
fprintf(\'\ The number the number is positive:\');
end
elseif isinf(sum)==1
if fn==1
fprintf(\'\ Negative infinity\');
else
fprintf(\'\ Positive infinity\');
end
else
fprintf(\'\ Nan\');
end
elseif n==64
fprintf(\'\ Enter the %d th bit\',1);
fn=input(\'\ Enter:\');
for i=2:1:64
c=input(\'\ Enter 1 if flotting point has been reached:\');
if c==1
for k=i:1:32
fprintf(\'\ Enter the %d th bit\',k);
num1(j)=input(\'\ Enter:\');
j=j+1;
end
break;
else
fprintf(\'\ Enter the %d th bit\',i);
num(i)=input(\'\ Enter:\');
end
end
sum=0;
n1=length(num1);
for i=1:1:n1
sum=sum+num1(i)*2^-i;
end
n2=length(num);
for i=1:1:n2
sum=sum+num(i)*2^(63-i);
end
if isnumeric(sum)==1
fprintf(\'\ The number denormalized:%d\',sum);
fprintf(\'\ The number normalized:%d\',norm(sum));
if fn==1
fprintf(\'\ The number the number is negative:\');
else
fprintf(\'\ The number the number is positive:\');
end
elseif isinf(sum)==1
if fn==1
fprintf(\'\ Negative infinity\');
else
fprintf(\'\ Positive infinity\');
end
else
fprintf(\'\ Nan\');
end
else
fprintf(\'\ Invalid input\');
end

result;

Whether binary 32 or 64:32

Enter the 1 th bit
Enter:1