If you're eyeing a data science role at a big company like BCG X or other top firms, chances are you'll come across the CodeSignal DSF (Data Science Frameworks) assessment. These assessments are becoming more common for testing your skills in real-world scenarios. So, what exactly should you expect? In this blog, we'll break down the types of questions and challenges you'll face during the test. Whether it's coding tasks or problem-solving questions, we’ve got you covered with tips on how to prepare and tackle the assessment with confidence. Let’s dive into what this assessment is all about and how you can crush it!
Evaluations based on the CodeSignal Data Science Framework are based on 5 key modules that cover a wide range of data science topics:
The evaluation time for this framework is 90 minutes to balance the depth and breadth of content and candidate experience. And possible scores can range from 200 to 600.
This module contains two scenario-based quiz questions with an average solve time of 5-10 minutes. The scenarios can cover:
Try these two sample Probability and Statistics Questions based on recent CodeSignal DSF Assessments.
A class has 30 students, and each student has a 70% chance of passing an exam. What is the probability that at least 25 students pass?
Output: ~0.15
You roll a fair six-sided die 10 times. What is the probability of rolling a "6" exactly 3 times?
[ P(X = k) = \binom{n}{k} \cdot p^k \cdot (1-p)^{n-k} ] where ( \binom{n}{k} ) is the number of combinations.
Output: ~0.155
Not enough statistics questions? Check out these 20 Statistics Questions and Answers that are asked during the data science interview.
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This module contains six scenario-based quiz questions with an average solve time of 5-10 minutes. The scenarios can cover:
Try this sample Machine Learning Question based on recent CodeSignal DSF Assessments.
If you’re looking for more Machine Learning practice - try these 70 Machine Learning Interview Questions and Answers.
You are given a dataset containing a single feature () and its corresponding target value (). Write a function to predict the target value for a given input using a simple linear regression model.
The formula for linear regression is: [ y = m \cdot x + b ] Where:
Write a function that:
This module contains one coding question focusing on collecting the data from different sources. The question will have several files as input, and candidates must combine the f iles to return the data in a specified format. On average, candidates are expected to write approximately 20 lines of code and solve within 20-30 minutes. The scenarios can cover:
Try these two sample Data Collection Questions based on recent CodeSignal DSF Assessments.
You are given a list of integers. Write a function to collect only the even numbers from the list.
Write a function that:
You are given a list of names and a target letter. Write a function to collect all names that start with the given letter. The filtering should be case-insensitive.
Write a function that:
This module contains one coding question focusing on implementing one or more data processing techniques. On average, candidates are expected to write 20-30 lines of code and solve within 15-20 minutes. The scenarios can cover:
Try this sample Data Processing Question based on recent CodeSignal DSF Assessments.
You are given a list of dictionaries where each dictionary represents a person with their name and age. Write a function to calculate the average age of all the people in the list.
Write a function that:
This module contains one coding question focusing on the model training and validation process. On average, candidates are expected to write 20-30 lines of code and solve this within 20-30 minutes. The scenarios can cover:
Try this sample Model Development and Evaluation Question based on recent CodeSignal DSF Assessments.
You are building a machine learning model and want to evaluate its performance using Mean Squared Error (MSE). Write a function to calculate the MSE between the predicted values and the actual values. The formula for MSE is: [ \text{MSE} = \frac{1}{n} \sum_{i=1}^n (\text{pred}_i - \text{actual}_i)^2 ]
Where:
Write a function that:
If you’re interviewing at FAANG companies tackle these SQL interview questions to get started:
You can also practice SQL interview questions by concept or topic:
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