1. Multiply 35 and -9 using the long multiplication approach. Suppose the multiplicand and product register are of size 10 bits and the multiplier register is 5 bit.

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1. Multiply 35 and -9 using the long multiplication approach. Suppose the multiplicand and
product register are of size 10 bits and the multiplier register is 5 bit.
2. Multiply 5 and -9 using the optimized multiplication approach. Suppose the multiplicand
register is 5 bit and the product register is of size 10 bits.
3. Write down the IEEE-754 floating point binary of the following numbers:
a. 123.448
b. -45.325
c. 0.00005328
d. -0.0032447
4. Convert the following IEEE-754 floating point numbers into their respective decimal
format:
а. Ох12ABCС00
b. O×43EFDC01
c. OX9635AA00
5. Perform multiplication and addition between the given number pairs:
a. 123.012 and 5.12
b. 13.352 and 4.5
c. 0.55 and 1.32
6. Write down the MIPS code of the following C code. Suppose, x,y and z are stored in
$f0,$f1 and $f2 registers and p is stored in $1 register.
(float) x = (float) y + (float) z - (int)p
(int) p =
(float)x + (float) z
Transcribed Image Text:1. Multiply 35 and -9 using the long multiplication approach. Suppose the multiplicand and product register are of size 10 bits and the multiplier register is 5 bit. 2. Multiply 5 and -9 using the optimized multiplication approach. Suppose the multiplicand register is 5 bit and the product register is of size 10 bits. 3. Write down the IEEE-754 floating point binary of the following numbers: a. 123.448 b. -45.325 c. 0.00005328 d. -0.0032447 4. Convert the following IEEE-754 floating point numbers into their respective decimal format: а. Ох12ABCС00 b. O×43EFDC01 c. OX9635AA00 5. Perform multiplication and addition between the given number pairs: a. 123.012 and 5.12 b. 13.352 and 4.5 c. 0.55 and 1.32 6. Write down the MIPS code of the following C code. Suppose, x,y and z are stored in $f0,$f1 and $f2 registers and p is stored in $1 register. (float) x = (float) y + (float) z - (int)p (int) p = (float)x + (float) z
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