The Jawaharlal Nehru Technological University is referred amongst the high disciplinary universities in the state of Andhra Pradesh. The systematic education techniques and study materials of this university are of high level. The university offers courses of different level in different disciplines. The university organizes 2nd Year Probability Theory and Stochastic Process Papers examination for the B.Tech in Electronics and Communication Engineering course.

What is taught in this paper?

The 2nd Year Probability Theory and Stochastic Process Papers basically include the information about the basic and tricky problems of probability. The important topics that are needed to be focused by the candidates in this paper are random variables, types of noise and explain tec.

Importance of Probability Theory and Stochastic Process:

The B.Tech in Electronics and Communication Engineering-2nd Year Probability Theory and Stochastic Process Papers gives best deals about the stochastic processes and probabilistic problems. This paper will also help the students in future studies.

Paper pattern:

The 2nd Year Probability Theory and Stochastic Process Papers holds a total of eight questions and each question is of 16 marks. The each question holds one or two sub parts and the markings of every sub parts are different. Every appearing candidates need to answer only five questions.

Frequently asked questions:

B.Tech in Electronics and Communication Engineering-2nd Year Probability Theory and Stochastic Process Papers consist of very few questions which are continuously asked in the examination are types of random processes, expression of ACF and zero mean random variables etc.

Time and marks:

JNTU B.Tech in Electronics and Communication Engineering-2nd Year Probability Theory and Stochastic Process Papers are of 80 marks and the time period allotted to answer the entire questions is three hours.

Books recommended:

Probability and Stochastic Processes: A Friendly Introduction for Electrical and Computer Engineers, Roy D. Yates (Author), David Goodman (Author)