Faurecia Interview Questions, Process, and Tips

C, C++ and Bare metal programming questions

Q1. Regarding microcontroller
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Q2. Regarding Data structures
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Q1. Embedded C, Low level device drivers
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Technical question and general knowledge

Q1. Why are you join this company
Ans. 
I am excited to join this company because of its reputation for providing excellent training and growth opportunities in the field of operating engineering.
• Company has a strong reputation for providing excellent training programs

• Opportunities for growth and advancement in the field of operating engineering

• Excited about the chance to learn and develop new skills
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Q2. Why are you choosing the engineering
Ans. 
I am choosing engineering because of my passion for problem-solving and creating innovative solutions.
• Passion for problem-solving and creating innovative solutions

• Interest in working with machinery and technology

• Desire to make a positive impact on society through engineering projects
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Document verification and shortlist

First round is aptitude test all type of questions asked like verbal, reasoning and Technical

Q1. Explain stress, strain curve diagram with example?
Ans. 
Stress-strain curve shows relationship between stress and strain in a material under tension.
• Stress-strain curve is a graphical representation of how a material deforms under stress.

• It typically consists of a linear elastic region, a yield point, plastic deformation, and ultimate failure.

• Example: Steel has a high yield strength, so its stress-strain curve shows a steep initial slope.

• Example: Rubber has a low yield stre...read more
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Q2. What is DOF? How many degrees of freedom from any object
Ans. 
DOF stands for Degrees of Freedom. It refers to the number of independent parameters that define the configuration of an object.
• DOF is the number of ways a rigid body can move in 3D space.

• For a rigid body in 3D space, there are 6 degrees of freedom - 3 translational and 3 rotational.

• Examples of DOF include linear motion along x, y, z axes and rotational motion around x, y, z axes.
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