2018 2019 EduVark DCET Exam Syllabus

#1
April 21st, 2015, 04:23 PM
 Unregistered Guest User Posts: n/a
DCET Exam Syllabus

I want to appear in Karnataka Diploma CET Exam . Can you please provide the Karnataka DCET Exam pattern and syllabus for preparation . Also suggest some reference books for Karnataka Diploma CET Exam preparation .
 Similar Threads Thread Thread Starter Forum Replies Last Post Unregistered General Discussion 2 March 8th, 2017 09:49 AM Unregistered General Discussion 0 April 21st, 2015 12:22 PM Unregistered General Discussion 0 April 20th, 2015 04:26 PM Unregistered General Discussion 0 April 20th, 2015 01:09 PM Unregistered Entrance Exams 1 April 11th, 2015 02:48 PM Unregistered General Discussion 1 July 21st, 2014 02:31 PM Unregistered General Discussion 1 July 16th, 2014 09:08 AM Unregistered General Discussion 1 July 15th, 2014 09:51 AM Unregistered General Discussion 1 July 13th, 2014 01:49 PM Unregistered General Discussion 1 July 11th, 2014 12:32 PM Unregistered General Discussion 1 July 8th, 2014 09:41 AM Unregistered General Discussion 1 June 30th, 2014 02:49 PM Unregistered General Discussion 1 June 30th, 2014 01:01 PM Unregistered General Discussion 1 June 18th, 2014 01:38 PM Unregistered General Discussion 1 June 13th, 2014 01:54 PM

#2
March 4th, 2017, 04:39 PM
 Unregistered Guest User Posts: n/a
Re: DCET Exam Syllabus

Hii sir, I Wants to get the Syllabus of the Applied Mathematics of the Diploma CET Examination Will you Please provide It ?
#3
March 4th, 2017, 04:42 PM
 Super Moderator Join Date: Mar 2012 Posts: 23,403
Re: DCET Exam Syllabus

As you Asking for the Syllabus of the Applied Mathematics of the Diploma CET Examination the Syllabus is given below

DETERMINANTS.
Definition, Order, Expansion of 2nd& 3rd order Determinants by means of examples.Problems on finding unknown quantity in a 2 nd & 3 rd determinant using expansion. Solving simultaneous linear equations by determinant method ( Cramer’s rule).
Determinant value of a square matrix. Singular and non singular matrices. Minor and cofactor of an element of a matrix. Adjoint of a matrix. Inverse of a matrix. Characteristicsequations of a square matrix and its roots, problems.

VECTOR ALGEBRA
Definition of vector. Magnitude of a vector. Position vector. Addition and subtraction ofvector. Product of vectors, scalar and vector product. Geometrical meaning of scalar and vectorproduct. Applications of dot(scalar) and cross(vector) product: Projection of a vector on anothervector. Area of parallelogram and area of triangle. Work done by a force and moment of force,

TRIGONOMETRY
TRIGONOMETRIC RATIOS OF AN ACUTE ANGLE. 1 X 2 = 2M
Defination of Trigonometric ratios in terms of sides of a triangle for an acute angle.
Trigonometric identities. Trigonometric ratios of standard angles: The numerical value of trigonometric ratios of standard angles

ALLIED ANGLES.
Angle of any magnitude, sign of the trigonometric ratios. Meaning of allied angles.Trigonometric ratios of allied angles in terms of θ. Complimentary angles and relation between trigonometric ratios of complimentary angles, problems.

DCET Exam Syllabus of Applied Mathematics

Message:
Options

 Forum Jump User Control Panel Private Messages Subscriptions Who's Online Search Forums Forums Home Education Discussion     General Discussion     Entrance Exams     Career and Jobs

All times are GMT +5.5. The time now is 10:20 AM.

 Contact Us - EduVark - Archive - Top Partners : StudyChaCha | Management Forum