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M1, Applied Mathematics M1 M2 – Online/Home Assignment Help

M1-Applied-Mathematics-M1-M2-Online-Home-Assignment-Help

M1, Applied Mathematics M1 M2 – Online/Home Assignment Help

Call 9818003202 To Hire Best Engineering Math Tutors For M1, Applied Mathematics M1 M2 – Online/Home Assignment Help. Highly Experienced Tutors Of Mathematics Is Ready To Help Engineering Students. Hence, Hire The Top Tutors. Tutors Are Available For Applied Math -1, Applied Math-2, Applied Math-3, Probability Theory, Numerical Technique. Best Online Math Tutor Ready To Help You. Hence, Contact Us For Best B.Tech Tuition Classes. With Our Online Tutoring Classes We Cover Syllabus Of Advanced Engineering Mathematics Of Every Semester.

Important Topics Of Engineering Mathematics

Infinite series: Tests for convergence of series (Comparison, Ratio, Root, Integral, Raabe’s, logarithmic), Alternating series, Absolute convergence, Conditional convergence. Hence, Infinite Series Is Very Much Important topics In Engineering Math.

Differential & Integral Calculus of single variable: Taylor’s & MaClaurin’s expansion, Radius of curvature, Tracing of some standard curves, Applications of definite integral to Area, Arc length, Surface area and volume (in cartesian, parametric and polar co-ordinates). Hence, Differential & Integral Calculus Is Conceptual Topic.

Engineering Mathematics-1 Tuition Class In Noida

Calculus of several variables: Partial differentiation, Euler’s theorem, Total differential, Taylor’s theorem, Maxima-Minima, Lagrange’s method of multipliers, Application in estimation of error and approximation. Hence, We Learn To Solve Calculus.

Multiple Integrals: Double integral (Cartesian and polar co-ordinates), Change of order of integration,Triple integrals (Cartesian, cylindrical and spherical co-ordinates), Beta and Gamma functions, Applications of multiple integration in area and volume. Hence, Multiple Integrals Is There In Engineering Math.

Vector Differential Calculus: Continuity and differentiability of vector functions, Scalar and Vector point function, Gradient, Directional Derivative, Divergence, Curl and their applications. Hence, Enough Emphasis Is For Vector Differential Calculus.

Vector Integral Calculus: Line integral, Surface integral and Volume integral, Applications to work done by the force, Applications of Green’s, Stoke’s and Gauss divergence theorems.

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