#1
August 22nd, 2016, 08:05 AM
| |||
| |||
VTU Chemistry Cycle Syllabus
Hii sir, I wants to get the Syllabus of the Engineering Mathematics of the Chemistry Cycle of the VTU University ? |
#2
August 22nd, 2016, 06:39 PM
| |||
| |||
Re: VTU Chemistry Cycle Syllabus
As you asking for the Syllabus of the Engineering Mathematics of the Chemistry Cycle of the VTU University the syllabus is as follow UNIT –I Differential Calculus -1 Determination of nthorder derivatives of Standard functions - Problems. Leibnitz’s theorem (without proof) - problems. Polar Curves- angle between the radius vector and tangent, angle between two curves, Pedal equation for polar curves. Derivative of arc length - Cartesian, Parametric and Polar forms (without proof) - problems. Curvature and Radius of Curvature – Cartesian, Parametric, Polar and Pedal forms and problems. UNIT-II Differential Calculus -2 Taylor’s and Maclaurin’s theorems for function of one variable(statement only)- problems. Evaluation of Indeterminate forms. Partial derivatives - Euler’s theorem - problems, total derivatives, partial differentiation of composite functions, Jacobians-definition and problems, extreme values of functions of two variables UNIT-III Vector Calculus: Derivative of a vector valued function, Velocity and Acceleration and related problems, Scalar and Vector point functions, Gradiant, Divergence, Curl, Solenoidal and Irrotational vectors, vector identities; div(ȈA), curl (ȈA ), curl( grad Ȉ), div(curl A). Leibnitz rule for Differentiation under integral sign with constant and variable limits.Curve Tracing- Cartesian, polar and parametric forms with examples UNIT IV Integral Calculus: Reduction formula- (m and n are positive integers), evaluation of these integrals with standard limits (0 to π/2) and problems. Differential Equations; Solution of first order and first degree differential equations-.Exact, reducible to exact forms. Applications- orthogonal trajectories,Newton’s law of cooling, flow of electricity, laws of decay and growth. For any query you may contact to the VTU University the contact details are as follow Contact details VTU University Address: Jnana Sangama, VTU Main Road, Machhe, Belagavi, Karnataka 590018 Phone: 0831 249 8196 |
|