Microsoft Corporation Project Management Trainee Interview Questions and Answers

Q1. Tell us about your previous work experience
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Q1. What is your hobby
Ans. 
My hobby is photography, capturing moments and telling stories through images.
• I enjoy exploring different locations to find unique shots

• I like experimenting with different lighting techniques and editing styles

• I often participate in photography contests and exhibitions

• I have a collection of cameras and lenses for different types of photography
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Q2. How u work actively
Ans. 
I work actively by setting clear goals, prioritizing tasks, staying organized, communicating effectively, and regularly reviewing progress.
• Setting clear goals and objectives

• Prioritizing tasks based on importance and deadlines

• Staying organized with to-do lists and calendars

• Communicating effectively with team members and stakeholders

• Regularly reviewing progress and adjusting plans as needed
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Round duration - 120 minutes
Round difficulty - Medium

Timing was in the afternoon. 
The platform was easy to operate and worked on considerable speed. 
Both the webcam and audio was supposed to be ON during the test duration.
We could switch between the questions of the same section in case we wanted to change the answers.

Q1. 
Minimum Spanning Tree Problem Statement
You are provided with an undirected, connected, and weighted graph G(V, E). The graph comprises V vertices (numbered from 0 to V-1) and E edges.
Determine and retu...read more
Ans. 
Find the total weight of the Minimum Spanning Tree in a graph using Kruskal's algorithm.
• Implement Kruskal's algorithm to find the Minimum Spanning Tree.

• Sort the edges based on their weights and add them to the MST if they don't form a cycle.

• Keep track of the total weight of the MST and return it as the output.
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Q2. 
Maximum Points On Straight Line Problem Statement
You are provided with a 2-D plane and a set of integer coordinates. Your task is to determine the maximum number of these coordinates that can be aligned ...read more
Ans. 
Find the maximum number of points that can be aligned in a straight line on a 2-D plane.
• Iterate through each pair of points and calculate the slope between them.

• Store the slope in a hashmap and keep track of the frequency of each slope.

• The maximum frequency of slopes + 1 gives the maximum number of points on a straight line.
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