Analog Engineer
10+ Analog Engineer Interview Questions and Answers

Asked in Texas Instruments

Q. How can you arrange 4 balls in space such that they are equidistant from each other?
Arrange 4 balls equidistant from each other in space.
Place 3 balls in a triangle formation on the same plane
Place the 4th ball directly above the center of the triangle
Ensure that the distance between each ball is equal
Alternatively, place the 4 balls at the vertices of a tetrahedron

Asked in Texas Instruments

Q. Resistances R, 5R, 9R, 13R... are placed in series. What is the cumulative resistance?
Resistances in series: R, 5R, 9R, 13R... What is the cumulative resistance?
Add all resistances to get the cumulative resistance
Cumulative resistance = R + 5R + 9R + 13R + ...
The formula for the nth term is Tn = R + (n-1)4R
The sum of n terms is Sn = n/2(2R + (n-1)4R)
Analog Engineer Interview Questions and Answers for Freshers

Asked in Texas Instruments

Q. A rectangular pulse was passed through a black box which destroys high frequency. How would the output look?
The output will have the high frequency components of the rectangular pulse removed.
The output will have a smoother shape compared to the input.
The sharp edges of the rectangular pulse will be rounded off.
The duration of the pulse will remain the same.
The amplitude of the pulse may be attenuated depending on the characteristics of the black box.
The output may exhibit ringing or overshoot due to the removal of high frequency components.

Asked in Texas Instruments

Q. How can you swap the values of 2 variables without using a 3rd temporary variable. FOLLOW UP: how can this be generalized for cyclic rotations of 3,4... N variables
To swap the values of 2 variables without a temporary variable, use bitwise XOR operation.
Use bitwise XOR operation to swap the values of two variables without a temporary variable
For example, if a = 5 and b = 7, after swapping, a = 2 and b = 5
To generalize for cyclic rotations of N variables, use a loop and bitwise XOR operation

Asked in Texas Instruments

Q. What is the approximate output of a filter that attenuates specific frequencies, given a rectangular pulse as input?
The rough output of the black box is a rectangular pulse with the lie frequencies removed.
The black box filters out lie frequencies from the input rectangular pulse.
The output is a rectangular pulse with only the truthful frequencies remaining.
The exact shape and characteristics of the output pulse depend on the specific design of the black box.

Asked in Texas Instruments

Q. How can a 2:1 multiplexer be used as an AND gate?
A 2:1 multiplexer can be used as an AND gate by connecting one input to logic 1 and the other input to the desired input signal.
Connect one input of the 2:1 multiplexer to logic 1 (high voltage) and the other input to the desired input signal.
Set the select input of the multiplexer to logic 0 (low voltage) to select the input connected to logic 1.
The output of the multiplexer will then be the logical AND of the selected input and the desired input signal.
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Asked in Texas Instruments

Q. Can 4 equidistant points exist in space?
Yes, 4 equidistant points can exist in space.
Equidistant points are points that are equally spaced apart from each other.
In a 2D space, 4 equidistant points can form a square.
In a 3D space, 4 equidistant points can form a tetrahedron.
Equidistant points can also exist in higher dimensions.

Asked in Texas Instruments

Q. Draw a functional block diagram of a transducer.
A transducer is a device that converts one form of energy into another. It typically consists of a sensor, signal conditioning circuitry, and an output interface.
A transducer converts one form of energy into another.
It consists of a sensor that detects the input energy.
Signal conditioning circuitry processes and amplifies the sensor signal.
The output interface converts the processed signal into a usable form.
Examples of transducers include microphones, thermocouples, and pres...read more
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Asked in Texas Instruments

Q. What is the formula for the sum of a series of resistors in Arithmetic Progression (AP)?
Understanding the sum of resistors in arithmetic progression (AP) is crucial for circuit analysis.
In an AP, the resistors have a common difference, e.g., R, R+d, R+2d.
The sum of n resistors in AP can be calculated using the formula: S_n = n/2 * (2R + (n-1)d).
Example: For resistors 2Ω, 4Ω, 6Ω (n=3, R=2, d=2), S_3 = 3/2 * (2*2 + (3-1)*2) = 12Ω.
This concept is essential for designing circuits with specific resistance values.

Asked in Bosch

Q. How can the noise of an amplifier be reduced?
Reduce amplifier noise by optimizing circuit design and layout, using low-noise components, and implementing shielding.
Optimize circuit design and layout to minimize noise sources and reduce coupling between components
Use low-noise components such as low-noise transistors and resistors
Implement shielding to reduce external electromagnetic interference
Minimize power supply noise by using a well-regulated power supply
Use filtering techniques such as RC filters or active filters...read more

Asked in Texas Instruments

Q. Why analog?
Analog circuits are essential for interfacing with the real world and processing continuous signals.
Analog circuits are used in a wide range of applications, from audio amplifiers to power management systems.
Analog circuits are necessary for interfacing with sensors and other real-world devices that produce continuous signals.
Analog circuits can often provide higher accuracy and lower noise than digital circuits in certain applications.
Analog circuits require a deep understan...read more

Asked in Bosch

Q. How do you design a low power LNA?
To design a low power LNA, one can use techniques such as biasing optimization, noise matching, and gain-bandwidth tradeoff.
Use a low power process technology
Optimize the biasing circuitry for low power consumption
Use noise matching techniques to minimize noise figure
Tradeoff gain and bandwidth to reduce power consumption
Use active inductors or transformers to reduce passive component power consumption

Asked in Texas Instruments

Q. CMOS inverter characteristics
CMOS inverter is a fundamental building block in digital integrated circuits, with characteristics like high input impedance, low output impedance, and high gain.
CMOS inverter consists of a PMOS and NMOS transistor connected in series.
It has high input impedance due to the PMOS transistor and low output impedance due to the NMOS transistor.
The voltage transfer characteristic of a CMOS inverter is typically nonlinear.
It has high gain and can be used for logic inversion in digi...read more

Asked in Texas Instruments

Q. How does a MOSFET work?
MOSFETs are voltage-controlled transistors used for switching and amplifying electronic signals.
MOSFET stands for Metal-Oxide-Semiconductor Field-Effect Transistor.
It has three terminals: Gate (G), Drain (D), and Source (S).
The Gate voltage controls the flow of current between Drain and Source.
In enhancement mode, applying a positive voltage to the Gate allows current to flow.
In depletion mode, applying a negative voltage can stop current flow.
Common applications include powe...read more

Asked in Texas Instruments

Q. What are the basics of an RC circuit?
An RC circuit consists of a resistor (R) and a capacitor (C) connected in series or parallel, used for filtering and timing applications.
An RC circuit can be used as a low-pass filter, allowing low-frequency signals to pass while attenuating high-frequency signals.
The time constant (τ) of an RC circuit is calculated as τ = R × C, determining how quickly the capacitor charges or discharges.
For example, in a simple RC charging circuit, the voltage across the capacitor increases...read more

Asked in Texas Instruments

Q. What are the basic principles of RC circuits?
RC circuits are fundamental electronic components used for filtering, timing, and signal processing applications.
An RC circuit consists of a resistor (R) and a capacitor (C) connected in series or parallel.
The time constant (τ) is given by τ = R × C, which determines how quickly the circuit responds to changes.
In a charging circuit, the voltage across the capacitor increases exponentially, while in a discharging circuit, it decreases.
Example: In a low-pass filter, an RC circu...read more
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