Question: Consider a machine that utilizes a 512K x 64 main memory. Further assume that this memory is composed of 32K x 64 chips. Now assume
Consider a machine that utilizes a 512K x 64 main memory. Further assume that this memory is composed of 32K x 64 chips. Now assume that the system calls for address 0010110110110101110.
How many chips are needed?
How many addresses are available on each chip? (use a power of 2)
If high-order interleaving is employed, which chip and offset is specified by the address?
If low-order interleaving is employed, which chip and offset is specified by the address?
| Chip number (low order) | Select One |
| Offset (high order) | Select One |
| Offset (low order) | Select One |
| Number of addresses on each chip (Power of 2) | Select One |
| Chip Number (High Order) | Select One |
| Number of Chips Needed | Select One |
Drop-down menu options (note some items may be used more than once)
| 2 |
| 8 |
| None of these |
| 28824 |
| 28078 |
| 2^19 |
| 4 |
| 2^4 |
| 5850 |
| 16 |
| 2^15 |
| 14 |
| 2^32 |
| 6679 |
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