John has a computer with a 64-bit processor running at 2.0 GHz.
What is the maximum theoretical
data throughput in Gb/s.
John has a computer with a 64-bit processor running at 2.0 GHz. What is the maximum...
The current Pentium processor uses 64-bit "registers". Assuming your processor is ticking away at a rate of 2.7 GHz, how long will it take to reach the biggest number the register can hold (Hint: the biggest number is 2^64 - 1): * Time until the register hit the maximum value = <??> years
A non-pipelined processor has a clock rate of 1 GHz and an average instruction takes 9 cycles to execute. The manufacturer has decided to design a pipelined version of this processor. For this purpose, the instruction cycle has been divided into five stages with the following latencies: Stage 1 – 2.0 ns,Stage 2 – 1.5 ns, Stage 3 – 1.0 ns, Stage 4 – 2.6 ns, Stage 5 – 1.9 ns. Each stage will require an extra 0.4 ns for...
Provide the formula with an explanation. I'll rate. Thanks. A computer has a 64-bit data bus and 64-bit-wide memory blocks. If a memory access takes 10 ns, what is the bandwidth of the memory system?
Processor 1 is on a 4-stage pipeline on a 12ns clock cycle. Processor 2 is on a 10-stage pipeline on a 4ns clock cycle. Which processor has the better latency? Which processor has better maximum throughput? Assuming 25% of all instructions on P1 require a 1-cycle stall, what is its throughput?
If a data bus has a width of 64 bits with a speed of 5 GT/s, then what is its total bit rate in Gb/s(here 'b' means bit)?
A computer system has a 20-bit address bus and can address an 8-bit wide memory. The memory of this computer system contains 64 Kbytes of ROM and 256 Kbytes of RAM. The ROM and RAM form a contiguous block of memory starting at address 0. What is the maximum number of addressable memory locations can this computer system address? Give your answer in power of 2. Draw a memory map for the computer system. Indicate the starting and ending addresses...
If a computer has 64-bit addresses and each address corresponds to one byte, how many gigabytes of memory can the computer address? (Show the math) The past answers for this same question are either incorrect or do not show the math.
What is the minimum and maximum floating-point number stored in a 64-bit register assuming 1 bit as a sign-bit, 16 bits for exponent and rest of the bits for significant ?
2) (25 points) Consider a hypothetical mieroprocessor generating 16-bit addresses with 32-bit data accesses (i.e. each access retrieves 32 bits for each address). a. What is the maximum memory address space (i.e., mmber of addresses) that the processor can access directly? What is the maximum memory capacity (in bytes) for this microprocessor? b. c. What is the last memory address that the CPU can access? Write your answer in decimal. What is the maximum memory address space that the processor...
Question 20 5 pts Suppose a computer has 32-bit instructions. The instruction set consists of 64 different operations. All instructions have an opcode and two address fields (allowing for two addresses). The first of these addresses must be a register direct address, and the second must be a memory address. Expanding opcodes are not used. The machine has 16 registers. What's the size of the largest memory space that can be addressed by this computer?Assume byte addressable memory.