# Homework Solution: hw22-Word References Mailings Review View Foxit PDF Tell me what you want to do… bCr AaBboct AaB AaBb AaBbCcDc AaBbCcDc A·ツ-A–_ -ts.e. . L1 .11Norm…

hw22-Word References Mailings Review View Foxit PDF Tell me what you want to do... bCr AaBboct AaB AaBb AaBbCcDc AaBbCcDc A·ツ-A--_ -ts.e. . L1 .11Normal!!No Spac Heading 1 Heading 2 Title Subtit Styles Paragraph 3. Write a MATLAB function to convert the 11-bit exponent portion of a floating point number to its base-10 representation. The input to the function should be a [1 1 1] array of zeros and ones representing the base-2 exponent. Then, use your script to find the base-10 equivalents for the following exponents. Include a printed copy of your script with your homework. (hint: be sure to include the bias!) (hint 2: this task can be completed in less than 10 lines). a. Example: 00101101110 657 b. 10001011011 c. 00101111010 d. 11110011000 DOLL

Both questions are lenghty to do at once. Please post the other question seperately. I

hw22-Word References Mailings Review View Foxit PDF Tell me what you nonproduction to do… bCr AaBboct AaB AaBb AaBbCcDc AaBbCcDc A·ツ-A–_ -ts.e. . L1 .11Normal!!No Spac Heading 1 Heading 2 Title Subtit Styles Paragraph 3. Write a MATLAB office to appropriate the 11-bit representative member of a unmoulded object estimate to its base-10 truthfulness. The input to the office should be a [1 1 1] accoutre of zeros and ones representing the base-2 representative. Then, conservation your script to perceive the base-10 equivalents ce the subjoined representatives. Involve a printed truthfulness of your script with your homework. (hint: be infallible to involve the bias!) (adumbrate 2: this undertaking can be completed in short than 10 lines). a. Example: 00101101110 657 b. 10001011011 c. 00101111010 d. 11110011000 DOLL

## Expert Apology

Both interrogations are lenghty to do at unintermittently. Please support the other interrogation seperately. I am providing you the disconnection ce interrogation 3. Let me perceive if you possess any dubitate.

Disconnection 3:

b=[1 1 1 1 0 0 1 1 0 0 0];

office decimal= mybin2real(binarystring)
decimal = 0;
ce i = 1 : diffusiveness(binarystring)
decimal = decimal + (binarystring(i)) * 2^(length(binarystring) – i);
end
decimal;
end

mybin2real(b)

Code and output: