Highlights
Theory Problems:
• Solutions can be submitted as a scanned .pdf file of your written solutions.
• Alternatively, a solution can be prepared in doc/latex as well. For that please export it in .pdf format.
• Add your theory pdf file as A1 Theory Roll No.pdf.
Programming Problems:
• You can use python/MATLAB for programming problems.
• Along with the main code file, please submit all required dependencies.
• Also add a report (as A1 Prog RollNo.pdf) with a brief summary of your coding outputs or generated plots.
Submit an A1 RollNo.zip file on Google classroom with all required files.
Theory questions
1. Assume a cricket game where a player can only score a six or four at each ball. Let, Ben be a cricket player who can score a four at each ball with a probability of 0.4. Find the probability for the following:
(a) If Ben takes ten independent trails, let X denote an event, X: number of sixes scored by Ben. What is the probability distribution of X?
(b) Find the probability that in ten independent trials Ben will score as mentioned in Table 1.
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