Which formula represents eight parallel 16-bit integer additions? O FADD V1.16s, V2.16s, V3.16s O ADD V1.8H, V2.8H, V3.8H ADD V1.16B, V2.16B, V3.16B FADD V1.8s, V2.8s, v3.8s
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- 1) Assume we use 8-bit cell to store floating point numbers, 1 bit for sign, 3 bits for excessed exponent, and 4 bits for significand (seeeffff). What is the excess for denormalized decimals? Question options: a. 6 b. 7 c. 2 d. 3 2) Assume we use 8-bit cell to store floating point numbers, 1 bit for sign, 3 bits for excessed exponent, and 4 bits for significand. What is the decimal value for a cell with bit pattern 0 111 1101 Question options: a. 125 b. 224 c. Positive infinity d. Negative infinity e. NAN (Not a number) 3) For IEEE 754 single precision floating point numbers, what is the excess for denormalized decimals? Question options: a. 255 b. 254 c. 127 d. 126 e. None of the above 4) For IEEE 754 single precision floating point…1. Compact discs record two channels (left and right) of music at a sampling frequency of ??=44.1kHz for each channel. If each sample is encoded with 16 bits, and one byte is 8 bits, how many bytes are required to store 48.1 seconds of music? 2. Consider a system that uses 8-bit ASCII codes to encode letters. How long (in microseconds) will it take to transmit the bit sequence encoding Hello-World! if we use a bit time of 4 samples per bit, and transmit samples at a rate of 1MHz? 3. The ASCII table below gives the ASCII codes for common alphanumeric characters and symbols listed from MSB to LSB. What is the bit sequence encoding the message 113? Assume that we transmit the codes of each character in sequence with the LSB first.A.) What are the contents in hex of the memory location at the following address in binary: 0000 1100 0000 1111? (Enter hex like the following example: 0x2A3F) In all computer models, the contents of a memory location can be interpreted as data. B.) Interpret the contents at address 0xFFFF as a two's complement integer in base 10. C.) Interpret the contents at address 0x0C0C as two ASCII characters. D.) Interpret the contents at the same address as C.) above as an unsigned integer in base 10.
- 1-A system has received 2 bytes of transmission, with the first bit being an extra odd parity bit: 100001111, 001010101. Is there detectable error? 2- A digital recording of audio file is 120 seconds, with bitrate 44 Kbps. Write down the exact number of KB needed for this recording. 3-Write down the smallest number in decimal, that can be represented by 11bit signed binaryAssume you have a byte-addressable machine that uses 32-bitintegers and you are storing the hex value 1234 at address 0:1. ◆a) Show how this is stored on a big endian machine.2. ◆b) Show how this is stored on a little endian machine.3. c) If you wanted to increase the hex value to 123456, whichbyte assignment would be more efficient, big or littleendian? Explain your answer(a) How many bit strings of length 13 either starts with three consecutive 1s or end with 2 consecutive 0s? (b) How many bit strings of nine lowercase letters start with a vowel, if letters cannot be repeated?
- H.W: If DS=7FA2H and the offset is 438EH, a) Calculate the physical address c) Calculate the upper range of the data segment b) Calculate the lower range d) Show the logical address.1. Suppose (27.625 base 10) is represented using IEEE754 Double Precision Floating Point Format. What is the Mantissa? Do not involve a space character when you type your answer. 2. Suppose (27.625 base 10) is represented using IEEE754 Double Precision Floating Point Format. What is the Exponent? Do not involve a space character when you type your answer. 3. Suppose (27.625 base 10) is represented using a 16-bit Floating Point Format where 1 bit is for the sign bit, 5 bits is for exponent and 10 bits is for mantissa. What is the mantissa? Do not involve a space character when you type your answer.Please solve only 4 part rest are already answered This problem covers floating-point IEEE 754 format. 1)List four floating-point operations that cause NaN to be created? 2) In the 32-bit (single precision) IEEE 754 format, what is the encoding for negative zero? 3) In the 32-bit (single precision) IEEE 754 format, what is the encoding for positive infinity? 4) Assuming 32-bit (single precision) IEEE 754 format, what decimal number is represent by this word: 1 01111101 00100000000000000000000
- 9. Answer the following questions about IEEE 754 32-bit single precision numbers. a. Draw a diagram of the number format. b. What’s the range of numbers that can be represented? c. What’s meant by normalization? d. What’s the implied bit? e. What’s meant by exponent overflow and underflow? f. What’s meant by significand overflow and underflow? g. How’s + ∞ represented? h. How would he following numbers be represented? i. 1.6328125 x 2^-20 ii. 1.6328125 x 2^20 iii. -1.6328125 x 2^-20 iv. -1.6328125 x 2^20Pls dont use AIi. 0x0009940C2 ii. 0x8C90FFFC a)What decimal number does each bit pattern represent.i. it is a 2's-complement integer? ii. it is an unsigned integer? b)If each bit pattern represents an MIPS instruction, what instruction will be executed? c) What decimal number does each bit pattern represent if it is a floating-point number in IEEE 754 standard?1. Suppose (27.625 base 10) is represented using a 16-bit Floating Point Format where 1 bit is for the sign bit, 5 bits is for exponent and 10 bits is for mantissa. What is the exponent? Do not involve a space character when you type your answer. 2. Suppose (-27.625 base 10) is represented using a 16-bit Floating Point Format where 1 bit is for the sign bit, 5 bits is for exponent and 10 bits is for mantissa. What is the the result? Do not involve a space character when you type your answer.