Question

(47) Naruto Notone C Sign In er Sign Up | Ch ® UFC & MMA × Secure I https://piazza-resourcess3.amazonaws.com/jgopch0cb93d8/j .pdfAWSAccessKeyld-AKAILDNRL/4ALKBWOHA8lexpires-15200435/2&Signature-ol9aXG9 /UAKIHS0QUwMeyBX.. ☆ ミ quations must be properly tyne-set including superscript-s expunents, Always watch the course websile for updates on the assignments. Question 1 (4 points) Show you work I. Convert 2727 into a 32-bit two's complement binary number 2. Convert -5795 into a 16-bit two's complement binary number 3. Add the above two binary numbers together as 32-bit two's complement binary numbers hy sign-extending signed integers and padding any unsigned integers with leading Os, writing your answer as an 8-hextet hexadecimal value. Question 2 (24 points) Show the value represented by 1100011 100000inary) stored in memory if it is (a 16-bit signed magnitude integeir (b) l6-bit one's complement signed integer (c) 16-bit two's complement signed integer (d) 16-hit unsigned integer (e) 8-bit unsigned integer (f) 8-bit two's complement signed integer (g) l6-bit biased integer using excess-32768 (h) UTF-8 Question 3 (10 points) Find the decimal number equivalent of the following IEEE 754 single-precision numbers. You must show your work! If you find a repeating pattern, write the fraction you think it is and round to the ninth fractional digit (billionths): a) 110101 1011 1001 1010 1100 0000 0000 000 b) 01000 1110 10100 1010 1010 1010 1010 101 c) L11 11 001 1000 0101 1010 0100 001 d) 00000 0000|1011 0000 0000 0000 0000 000 e) 110000 0001 0000 0000 0000 0000 0000 000 O Type here to search 13 PM /2/2018

question 1 part 2 and 3 thank you

Answer 1

c enwYt oluvimal number to khary. 1o Ceoy8 5 12 - 12 +32+4+21) sin Data 31 b't upre benta tton ot nay numbe tdd ero's to a tatp thot it tan be ConVernd to st bits. Data: ooo 000o 60o0 ooco 1010 1010 011 / --) Since number th Positive (Sian。。 за-bit representation O looo oo00 0000 0000 000 o 1010 1010 0111 since nunber th poxitie's Complimunk same also D 000 0000 ooo0 0000 0000 to1O 10do o 1

1) 2) "The de cima! nurn b en l'A -5775 Cu o110 1010 0012 l6 bit -format Sgn I bit s IS bi ts Since number ㅨ nejahive Sgna, ts bit reppexen tation 00 1 o II lolo 00 1 | PoHorm a's complment to the akove T get5 numbe⅜ 's complom ent 116 1001 0 1 1100 thange otD t to o ) compument adal to the t's conoplamenk 10 -tind 2's Complument 4 bit a's complment sepresen

3) 2121 32-bit 's complam ent nuunber 0 16-bi t representation -57 95 1lo 1ool 010 110 | Data yepresentation Sign smemans ame Here the启number! th neaa kive so padd'Iy! to stouting position M) the nun ber padding (16-bits)

Now ad d tha too numbers ; o000 oooo oo00 o000 o0oo (6 10 1o to 01 1 I 10 1I 01 16 (0000): (0)1 2 .: tsa Decimel nuntn (FPFFF 404 Hena 幻ecrn 16 .

3) 2121 32-bit 's complam ent nuunber 0 16-bi t representation -57 95 1lo 1ool 010 110 | Data yepresentation Sign smemans ame Here the启number! th neaa kive so padd'Iy! to stouting position M) the nun ber padding (16-bits)