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JNTUA Syllabus 2019 Brief Infarctions:
|Conducting body||Jawaharlal Nehru Technological University Anantapur|
|Syllabus Details of||JNTUA Syllabus|
|Date of Examination||Update Soon|
Jawaharlal Nehru Technological University Ananthapur Exam Syllabus 2019
In this section, we have covered detailed JNTUA Exam Syllabus 2019 Anantapur Download for B.Tech/M.Pharm/M.Tech/MBA Syllabi PDF where we covered all essential topics of Jawaharlal Nehru Technological University Ananthapur Syllabus & Syllabi in PDF 2019. To download Jawaharlal Nehru Technological University Ananthapur Exam Syllabus R15 2019 JNTUA Syllabus R15 2019 JNTUA Exam Syllabus R15 JNTUA Syllabus R15 JNTUA Exam Syllabus R15 JNTUA Exam Syllabus 2019 JNTUA Exam Syllabus 2019 candidate have to follow & download.
JNTUA B.Tech English Syllabus 2019:
- Heaven‘s Gate from Enjoying Everyday English
- Mokshagundam Visvesaraya from Inspiring Lives
- Sir C.V.Raman from Enjoying Everyday English
- Mother Teresa from Inspiring Lives
- The Connoisseur from Enjoying Everyday English
- Amartya Kumar Sen from Inspiring Lives
- The Cuddalore Experience from Enjoying Everyday English
- Gertrude Elion from Inspiring Lives
- Bubbling Well Road from Enjoying Everyday English
- Vishwanathan Anand from Inspiring Lives
- Odds Against Us from Enjoying Everyday English
- Charlie Chaplin from Inspiring Lives
Unit – VII
- Reading and Writing Skills
- Reading Comprehension
- Letter writing
- Report writing
Unit – VIII
Exercises on Remedial Grammar covering Common errors in English, Subject-Verb agreement, Use of Articles and Prepositions, Active/Passive Voice, Reported speech, Tenses Vocabulary development covering Synonyms & Antonyms, one-word substitutes, prefixes & suffixes, Idioms & phrases, words often confused.
JNTUA M.tech Syllabus 2019:
Solution of Non-linear Equations: Newton-Raphson method, Von-mises formula, Chord‟s method, bisection method- Comparative study-solution of cubic equation and quartic equation.
Numerical integration: Newton-Cotes integration formulas- Trapezoidal rule-Romberg Integration – Simpson‟s rule – Gaussian quadrature – Errors in integration formulas – Multiple integration with variable limits
Solution of system of equations: Gauss elimination method- gauss-Jordan method- L-U decomposition – Errors in the solution- iterative methods – solution of sets of non linear equations
Boundary Value Problems and Characteristics – Value problems: Shooting methodsolution through a set of equations – Derivative boundary conditions – characteristic value problems – Eigen values of matrix by iteration.
Numerical Solution of Elliptical partial differential Equations: Equilibrium temperatures in a heated slab-Equation of steady state heat flow.
Laplace equation on rectangular region – Poisson equation –Derivative boundary conditions
Numerical Solution of parabolic partial Differential equations: Explicit Method- simple implicit method Crank- Nicolson method- Derivative boundary conditions – stability and convergence criteria – Equations in two dimensions.
Finite Element method: General approach – Finite Element application in one dimension and 2-D problems.
Jawaharlal Nehru Technological University, Anantapur Syllabus 2019
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