Multiplas summer 2021 Flashcards

1
Q

EDF (Earliest Deadline First) uses full computational power of the processor

A

True

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2
Q

A successive approximation A/D converter has a speed of O(log(n)) and hardware complexity of O(n)

A

False

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3
Q

A successive approximation A/D converter has a speed of O(log(n)) but hardware complexity is not linear O(n)

A

True

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4
Q

The Priority Ceiling Protocol (PCP) guarantees that, once a task has entered a critical section, it can be blocked by
lower-priority tasks until its completion.

A

False

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5
Q

PCP (Priority Ceiling Protocol) is designed to prevent priority inversion by ensuring that a task in a critical section isn’t blocked by lower-priority tasks

A

True

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6
Q

Rate Monotonic Scheduling (RMS) relies on static priorities and uses the full computational power of the
processor.

A

True

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7
Q

Rate Monotonic Scheduling (RMS) -shorter period tasks get higher priority and uses the full computational power of the
processor.

A

True

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8
Q

The hardware complexity of a Flash A/D Converter is O(n)

A

True

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9
Q

Static Power Consumption is caused by charging capacitors when logic levels are switched

A

False

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10
Q

Dynamic Power Consumption is caused by charging capacitors when logic levels are switched

A

True

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11
Q

Static Power Consumption is the power consumed by a circuit even when it’s not switching, due to leaking currents

A

True

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12
Q

EDF (Earliest deadline first) is optimal for periodic scheduling (on a singe processor)

A

True

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13
Q

A real-time OS should be as unpredictable as possible

A

False

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14
Q

Predictability is one of the key characteristics of real-time operating systems to ensure tasks meet dealines

A

True

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15
Q

Petri nets is not a suitable language for describing distributed systems

A

False

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16
Q

Petri nets, especially colored Petri Nets are suitable for describing distributed systems

A

True

17
Q

In a Place/Transition Net more than one token per place is allowed.

A

True

18
Q

In a Place/Transition Net (a type of Petri net) can have multiple tokens in a place.

A

True