Intuit | SDE2 (frontend) | bangalore | October 2021 [Offer]
Summary
I successfully interviewed for an SDE2 (frontend) position at Intuit in Bangalore, India, and received an offer after completing four onsite rounds covering a craft demo, data structures and algorithms, JavaScript, and a hiring manager discussion.
Full Experience
I had an engaging interview experience at Intuit for an SDE2 (frontend) role in October 2021. The process consisted of four onsite rounds.
Round 1 (Craft Demo, 1 hour)
The recruiter had shared a document the day before with a rough design for an application. My task was to build a Meeting Rooms app using React and GraphQL APIs before the interview. During this round, the interviewer reviewed my code and then asked me to implement a couple of additional features live. We also discussed various frontend-specific questions.Round 2 (DS & Algo, 1 hour)
This round focused on Data Structures and Algorithms. The primary coding question I faced was LeetCode's 3Sum problem. Following that, I was given a follow-up question, the KSum problem. Since some time was remaining, we also covered a few frontend questions.Round 3 (JavaScript, 1 hour)
This round was entirely dedicated to JavaScript. The questions spanned various topics including Polyfills, ECMAScript features, Recursion concepts, and how Data Structures are implemented or utilized within JavaScript.Round 4 (Hiring Manager, 30 minutes)
The final round was with the Hiring Manager. We discussed my past projects in detail, focusing on my contributions and impact. This round also assessed my fit with the team and company culture through a series of behavioral questions.Interview Questions (3)
I was tasked with building a Meeting Rooms application using React and GraphQL APIs. This application needed to be completed before the interview. During the round, the interviewer checked my code and asked me to add a couple of features to the existing app. I was also asked some general frontend questions.
I was given the LeetCode 3Sum problem.
This was a follow-up question to the 3Sum problem, requiring a generalization for 'k' elements.