# Download Sample Guess Paper For MATHEMATICS FOR TELECOMMUNICATION-I B.Sc Computer Science

TERM END EXAMINATIONS

BACHELOR OF SCIENCE IN (COMPUTER SCIENCE)

SEMESTER/YEAR-I

MATHEMATICS FOR TELECOMMUNICATION-I

Time: 3 hours                                                                                                M.Marks:60

Note: – Attempt any 5 questions.

All questions carry equal marks.

## Important Instructions:

Use of non-programmable scientific calculator is allowed.

1.             Discuss properties of matrices and determinants
2.             Minimize f(x, y) = 2 (x + y)2 + 2 (x2 + y2).
3.             In a bolt factory machines A, B, C manufacture respectively 25%, 35% and 40% of the total bolt of their output 5, 4 and 2 per cent are respectively defective bolts. A bolt is drawn at random from the product. Explain the relationship between probability and PDF.
4.             Explain the Importance of Baye’s theorem.
5.             What do 70n mean by probability?
6.             Show that
7.             Find the probability distribution of the number of doublets in four throw of a pair of dice.
8.             Find the equation of a straight line passing through (4, 5) and cutting an intercept equal to 3 units on x-axis.

It is better to copy these sample question paper in Microsoft Word and then you can save in your computer. The above guess/sample paper we have created for B.Sc Computer Science students who are preparing for their MATHEMATICS FOR TELECOMMUNICATION-I which generally they have to study in 5th semester of third year. But depending upon the situation they the syllabus and semester of study may be a little different. But we hope this sample paper for B.Sc Computer Science of Principle of Management is going to help you a little.

Note: – The above sample-guess paper prepared for B.Sc Computer Science – MATHEMATICS FOR TELECOMMUNICATION-I doesn’t ensure you that the same questions will come in you examination. A similar or a little bit same question can be expected. So it is better to prepare  thoroughly your syllabus from the text book.

Wish You all the best for the exam.