Digital Logic and Design Important MCQs for LCC
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Digital Logic and Design MCQs (Part-1)
- The characteristic feature of an asynchronous sequential circuit is . (Feedback path)
- The is an example of an asynchronous sequential circuit. (Ripple counter)
- type of flip-flop is commonly used in asynchronous sequential circuits. (SR flip-flop)
- The primary disadvantage of asynchronous sequential circuits is . (Susceptibility to hazards)
- The main advantage of asynchronous sequential circuits over synchronous sequential circuits is . (Lower power consumption)
- hazard occurs when there is a temporary glitch in the output due to a change in the inputs. (Dynamic hazard)
- The hazards in asynchronous sequential circuits can be eliminated by .(Adding delay elements)
- The purpose of a hazard cover in an asynchronous sequential circuit is . (To eliminate hazards)
- hazard occurs when the output momentarily transitions to an incorrect value before settling to the correct value. (Static hazard)
- The critical race condition in asynchronous sequential circuits is . (When two or more flip-flops change state simultaneously)
- is not a method to overcome race conditions in asynchronous sequential circuits. (Utilizing edge-triggered flip-flops)
- type of flip-flop is more prone to race conditions in asynchronous sequential circuits. (Master-slave flip-flop)
- The purpose of a state assignment in asynchronous sequential circuits is . (To minimize the number of states)
- is an example of an asynchronous sequential circuit application. (Memory)
- The stability of asynchronous sequential circuits can be ensured . (By avoiding combinational loops)
- The purpose of a register file in a processor is . (To store data)
- The storage capacity of a register is determined by . (The number of flip-flops used)
- The operation performed by a shift register is . (Shifting of data)
- A universal shift register can perform the following operations . ( Shift left, Shift right, Parallel load)
- The purpose of a counter register is . (To count the number of clock cycles)
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Digital Logic and Design MCQs (Part-2)
- The difference between a serial-in, serial-out (SISO) shift register and a parallel-in, parallel-out (PIPO) shift register is . (SISO shift register can shift data in one direction, while PIPO shift register can shift data in both directions)
- The purpose of a parallel load operation in a register is . (To load data into the register in parallel)
- The role of a special-purpose register, such as the Program Counter (PC), is . ( To hold the current instruction being executed)
- The typical size of a general-purpose register in a computer system is . (32 bits or more)
- The readability of a register refers to its ability to . (Be accessed and read by other components)
- The purpose of a register file in a processor is . (To store data)
- The operation performed by an accumulator register is . (Arithmetic and logical operations)
- The primary advantage of using registers in a processor is . (Faster data access and manipulation)
- The purpose of a stack pointer register in a processor is . ( To manage the memory stack for function calls)
- The stability of a register refers to its ability to . (Store data without errors or loss)
- The flip-flop in digital logic design is . (A temporary storage device)
- The master-slave flip-flop is composed of . ( Two SR flip-flops)
- The clock signal in a flip-flop is used to . (Synchronize the operation of the flip-flop)
- The input combination that triggers a positive-edge triggered D flip-flop is . (D = 0, CLK = 1)
- The characteristic table of a D flip-flop represents . ( The relationship between the input and output of the flip-flop)
- The flip-flop that eliminates the possibility of a “race condition” is . ( JK flip-flop)
- The output of a flip-flop is affected by the clock signal during the . (Setup time)
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Digital Logic and Design MCQs (Part-3)
- The flip-flop that can act as a frequency divider is . ( T flip-flop)
- The input combination that triggers a negative-edge triggered JK flip-flop is . (J = 0, K = 1, CLK = 0)
- The flip-flop that can store multiple bits of information is . (JK flip-flop)
- The input combination that triggers a positive-edge triggered SR flip-flop is . (S = 1, R = 0, CLK = 1)
- The flip-flop that can toggle its output is . (T flip-flop)
- The input combination that triggers a negative-edge triggered D flip-flop is . (D = 1, CLK = 0)
- The flip-flop that can be used to implement a counter is . (JK flip-flop)
- The input combination that triggers a positive-edge triggered JK flip-flop to toggle its output is . ( J = 1, K = 0, CLK = 1)
- The multiplexer is . (A device that combines multiple inputs into a single output)
- The number of selection lines required for an n-to-1 multiplexer is . (2n)
- The input lines of a multiplexer are also known as . (Data lines)
- The output of a multiplexer is determined by . ( The control inputs)
- The demultiplexer is . (A device that splits a single input into multiple outputs)
- The number of selection lines required for a 1-to-n demultiplexer is . ( 2n)
- The control lines of a demultiplexer are used to . (Select the output line)
- The function of a multiplexer can be described by . (Truth table)
- The function of a demultiplexer can be described by . (Boolean expression)
- The number of output lines in a multiplexer is determined by . (The number of selection lines)
- The multiplexer can be used to implement . (Encoders)
- The demultiplexer can be used to implement . (Decoders)
- The number of output lines in a demultiplexer is determined by . ( The number of data inputs)
- The multiplexer with 2 selection lines can select between . ( 4 data inputs)
- The demultiplexer with 3 selection lines can distribute the input to . (8 output lines)
- Latches in digital logic design are . (Sequential logic circuits)
- The latch that is level-sensitive and requires a level change in the enable input to change its state is . (D latch)
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Digital Logic and Design MCQs (Part-4)
- The type of latch that has two stable states and can be used for storing one bit of data is . (SR latch)
- The input combination that causes a transparent latch to store the input data is . (Enable = 1, Input = 1)
- The latch that has two inputs, a data input, and a control input, is . ( D latch)
- The input combination that causes an SR latch to be in an invalid state is . (S = 1, R = 1)
- The latch that can be used to eliminate the invalid state of the SR latch is . ( JK latch)
- The characteristic table of a latch represents . ( The relationship between the input and output of the latch)
- The input combination that causes a JK latch to toggle its output is . ( J = 1, K = 1)
- The latch that requires a clock signal to change its state is . (JK latch)
- The input combination that causes a T latch to toggle its output is . (T = 0, CLK = 1)
- The latch that can store multiple bits of information is . (JK latch)
- The latch that can be used to implement a frequency divider is . (T latch)
- The input combination that causes an SR latch to hold its state is . (S = 0, R = 0)
- The latch that can be used as a building block for more complex sequential circuits is . (SR latch)
- The memory hierarchy is . (A technique for organizing computer memory)
- The main purpose of the memory hierarchy is to . (Reduce the access time of the memory)
- The memory level that provides the fastest access time but has the smallest capacity in the memory hierarchy is . (Cache memory)
- The memory level that provides a compromise between access time and capacity in the memory hierarchy is . (Primary memory)
- The memory level that provides the largest capacity but has the slowest access time in the memory hierarchy is . (Secondary memory)
- The memory level that is typically used for long-term storage and is non-volatile in the memory hierarchy is . (Secondary memory)
- The memory level that is used to extend the capacity of primary memory and is smaller and faster than secondary memory in the memory hierarchy is . (Cache memory)
- The memory level that is typically used for backup and archival purposes in the memory hierarchy is . (Tertiary memory)
- The memory level that is directly accessed by the CPU and stores instructions and data during program execution in the memory hierarchy is . (Primary memory)
- The memory level that is closest to the CPU and holds frequently accessed data and instructions in the memory hierarchy is . (Cache memory)
- The concept of the memory hierarchy is based on the principle of . (Locality of reference)
- The process of transferring data between different levels of the memory hierarchy is known as . (Memory swapping)
- The memory level that is most expensive per unit of storage in the memory hierarchy is . (Primary memory)
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Digital Logic and Design MCQs (Part-5)
- The memory level that is the least expensive per unit of storage in the memory hierarchy is . (Secondary memory)
- The memory hierarchy is designed to optimize . (Storage capacity, Access time, Cost)
- A combinational circuit is . (A circuit whose output depends only on the current input)
- The basic building blocks of combinational circuits are . (Gates)
- The output of a combinational circuit is determined by . (Current input only)
- Combinational circuits are used for . (Logic operations)
- The logical operation performed by an AND gate is . ( Boolean multiplication)
- The logical operation performed by an OR gate is . (Boolean addition)
- The logical operation performed by an XOR gate is . (Exclusive OR)
- The logical operation performed by a NOT gate is . (Boolean complementation)
- A half-adder is a combinational circuit that can . ( Perform addition of two binary numbers)
- A full-adder is a combinational circuit that can . (Perform addition of two binary numbers)
- A decoder is a combinational circuit that can . (Convert a binary code into a decimal code)
- An encoder is a combinational circuit that can . (Convert a decimal code into a binary code)
- A multiplexer (MUX) is a combinational circuit that can . (Select one of many inputs based on a control signal)
- A demultiplexer (DEMUX) is a combinational circuit that can . (Distribute one input to multiple outputs based on a control signal)
- A comparator is a combinational circuit that can . ( Determine the equality or inequality of two binary numbers)
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