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Accessing the Operands:
-registers (32 int, 32 fp)
-memory (232locations)
-simple to specify
-shut to the processor (fast access)
-normally all arithmetic instructions only access registers
-just access memory with explicit and stores and loads.
Load-store architectures
It can do: add r1=r2+r3 and then load r3, M(address)
⇒forces serious dependence on registers, which is accurately what you desire in today's CPU can't do add r1 = r2 + M(address)
- Other more instructions
+ Fast implementation (for example: easy pipelining)
Binning process is very helpful to save space. Performance may differ depending upon the query generated sometimes solution to a query can come within some seconds and sometimes it
Address phase: A PCI bus transaction starts having an address phase. The initiator, after seeing that it has GNT# and the bus is inactive, drives the target address onto the
Q. Example to show a single digit ? Displaying a single digit (0 to 9) Presume that a value 5 is stored in BL register then to output BL as ASCII value add character ‘0' to
#questi on..
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Explain the stack in digital computers The stack in digital computers is fundamentally a memory unit with an address register which can count only (after first value is loaded
what are the Database designs to avoid?
Simulated Annealing: One way to get around the problem of local maxima, and related problems like ridges and plateaux in hill climbing is to allow the agent to go downhill to
How to parse n size depth node in java and create output in same tree format?
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