Dear Vyshnav, NTA has not announced any deletion or change in the change of syllabus. The official website has a link hee which has detailed information regarding the syllabus for NEET 2019. https://ntaexams.co.in/neet-syllabus-2019/

We have been hearing of news that NTA has deleted the syllabus. Its MCI which implements changes

Hi Sivasankaran......

The syllabus for JEE Mains 2019 is as follows:

Mathematics;

Sets, relations and functionsComplex numbers and quadratic equationsMatrices and determinantsMathematical reasoningMathematical inductionPermutations and combinationsSequences and seriesLimit, continuity and differentiabilityIntegral calculusDifferential equationsBinomial theorem and its simple applicationsThree-dimensional geometryVector algebraCo-ordinate geometryStatistics and probabilityTrigonometry

Physics:

Physics and measurementKinematicsThermodynamicsWork, energy and powerRotational

Hi nasreen,

Physics 60 chemistry 60 mathematics 60

Physics syllabus 

*General dimension , modern physics , thermal physics , mechanics , optics , oscillation , hooked law and force , centrifugal and centripetal forces ,electricity and magnetism , thermal and chemical effect of current .

Chemistry syllabus 

* Alcohol ,

Hi Sourav,

You need to pass overall in all the subjects of your 12th board to appear for Neet. 

So you would require to pass your maths exam too.

Goodluck with your future and upcoming exams.

Hiii

No there are no changes in NEET 2019 syllabus. The syllabus and pattern is same as that of 2018 NEET exam.
Refer to following links for more details on NEET 2019 syllabus and preparations
https://medicine.careers360.com/articles/neet-syllabus
https://medicine.careers360.com/articles/neet-2019

Thanks!

Here is the complete syllabus as Mentioned in the official site.

Instrumentation Engineering

Section 1: Engineering Mathematics

Linear Algebra: Matrix algebra, systems of linear equations, Eigen values and Eigen 

vectors.

Calculus: Mean value theorems, theorems of integral calculus, partial derivatives, maxima 

and minima, multiple integrals, Fourier series, vector identities, line,