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I applied via Naukri.com
An MCQ test of the subject you're applying for. You can use Google to look for your answers.
Language MCQ (English)
Yes, I have extensive experience in preparing students for JEE ADVANCE.
I have a strong background in the subjects covered in JEE ADVANCE such as Physics, Chemistry, and Mathematics.
I have successfully coached students in the past who have excelled in JEE ADVANCE.
I am familiar with the exam pattern and syllabus of JEE ADVANCE.
I use personalized teaching methods to cater to the individual needs of students preparing for
Vectors on a Cartesian plane are calculated using x and y axes. Magnitude and direction can be determined using trigonometry.
Cartesian plane has x-axis (horizontal) and y-axis (vertical)
Vectors are represented by an arrow starting at the origin and ending at a point on the plane
Magnitude of vector can be calculated using Pythagorean theorem: magnitude = sqrt(x^2 + y^2)
Direction of vector can be calculated using trigono
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I applied via Naukri.com and was interviewed before Aug 2020. There were 4 interview rounds.
I applied via Naukri.com and was interviewed before Jan 2021. There was 1 interview round.
I applied via Internshala and was interviewed in Feb 2020. There were 3 interview rounds.
Continuity refers to the smoothness of a function while differentiability refers to the existence of a derivative at a point.
A function is continuous at a point if the limit of the function at that point exists and is equal to the value of the function at that point.
A function is differentiable at a point if the derivative of the function exists at that point.
A function can be continuous but not differentiable, such as...
To find the angle between two intersecting lines, use the formula: angle = arctan((m2-m1)/(1+m1*m2))
Identify the slopes of the two lines (m1 and m2)
Use the formula: angle = arctan((m2-m1)/(1+m1*m2))
Convert the angle from radians to degrees if necessary
To find the angle between two vectors, use the dot product formula.
Calculate the dot product of the two vectors.
Find the magnitude of each vector.
Use the formula: cos(theta) = (A dot B) / (|A| * |B|)
Solve for theta by taking the inverse cosine of both sides.
The resulting angle is in radians, convert to degrees if necessary.
Cos x can be written in terms of Sine using the identity Cos x = Sin (90 - x)
Use the identity Cos x = Sin (90 - x)
Substitute x with the given angle in degrees or radians
Simplify the expression if possible
I applied via Naukri.com and was interviewed in Apr 2021. There was 1 interview round.
Money market deals with short-term debt securities while capital market deals with long-term securities.
Money market is a market for short-term borrowing and lending, usually less than a year.
Capital market is a market for long-term borrowing and lending, usually more than a year.
Money market deals with debt securities such as treasury bills, commercial papers, and certificates of deposit.
Capital market deals with equi...
I applied via Campus Placement and was interviewed in Jul 2022. There were 4 interview rounds.
Basically round 1 was MCQ based aptitude test they asked few aptitude questions and more than half questions were from my core subject. After clearing that one round they we went through another MCQ test which was totally based on my core subject.
I applied via Approached by Company and was interviewed before Aug 2022. There were 3 interview rounds.
I applied via Approached by Company and was interviewed before Nov 2023. There were 3 interview rounds.
I applied via LinkedIn and was interviewed in Aug 2021. There were 3 interview rounds.
Have to write essay or report on a topic
I want to join because of the company's reputation, growth opportunities, and alignment with my expertise.
I am impressed by the company's reputation in the industry.
I see great growth potential and opportunities for career advancement.
My expertise aligns perfectly with the subject matter of the company.
I believe I can contribute significantly to the company's success.
I am excited about the company's mission and values.
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